Question
Which statement is not true in the following statements?
- All congruent triangles are similar
- All similar triangles are congruent
- Similar triangle with scale factor 1 is congruent.
- Corresponding angles of similar triangles are equal in measure.
Hint:
because lots of similar triangle have scale factor more than 1, but for congruent it should be 1
The correct answer is: All similar triangles are congruent
All similar triangles might not be congruent.
so the option 2 :) All similar triangles are congruent is the correct,
because lots of similar triangle have scale factor more than 1, but for congruent it should be 1
Related Questions to study
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If the scale factor of two similar triangles is a:b, then the ratio of their area is
If two triangles are similar, the ratios of their perimeter and scale factor are
If two triangles are similar, the ratios of their perimeter and scale factor are
If given polygons are similar, then find the scale factor.
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)
If given polygons are similar, then find the scale factor.
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAbwAAADWCAYAAACqqDdXAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAFxEAABcRAcom8z8AADqvSURBVHhe7Z0FXFTpGsbd1bVbFEFRBLEQCwvszrU7sXXtWhW7Y+3u1jXQtbsTsXXFQhQ7SEmp587zOXjdXXVdHWCYef+/e37s5cwgnDnne763E0EQBEEQjAARPEEQBMEoEMETBEEQjAIRPEEQBMEoEMETBEEQjAIRPEEQBMEoEMETBEEQjAIRPEEQBMEoEMETBEEQjAIRPEEQBMEoEMETBEEQjAIRPEEQBMEoEMETBEEQjAIRPEEQBMEoEMETBEEQjAIRPEEQBMEoEMETBEEQjAIRPEEQBMEoEMETBEEQjAIRPEEQBMEoEMETBEEQjAIRPEEQBMEoEMETBEEQjAIRPEEQBMEoEMETBEEQjAIRPEEQBMEoEMETBEEQjAIRPEEQBMEoEMETBEEQjAIRPEEQBMEoEMETBEEQjAIRPEEQBMEoEMETBEEQjAIRPEEQBMEoEMETBEEQjAIRPEEQBMEoEMETBEEQjAIRPEEQBMEoEMETBEEQjAIRPEEQBMEoEMETBEEQjAIRPEEQBMEoEMETBEEQjAIRPEEQYp/oMIS9vA2PCwdxaOc2bNu+D3vPuuPG0xAERWpf8w8C8e7NPdy9ehVXbnnhcUAkQqO1pwThGxDBEwQhdomOQOjzi7i4diQmdKiBWuUc4eBYBVVaDUP/xadwwjMQYRoh+6uWRSPqxRlc2zASo7r3QM+Jm/G7eyheRGhPC8I3IIInCEIsopGxt9dwf8cw/FqnCIrkKQRbh6qoUrYoShQohIIVe6DX6os47wuEad/xnse4v3MUxlWzhm3WXLBtNhXjzwfBM1x7WhC+ARE8QRBikUjgyUYcH+UI+0xZka5od3Sc7wKX1b9iRLXssEyXB4V/+R0L72t0UfsORHoj6OYSLO1SFLaJEiFRolSw+HkcnE8H4X4CErywsDA8e/YM3t7eiIqK0n5XiE9E8ARBiEU0gvdwI44Nr4hS5vlhVW86pp69j/s3V2Jd12KwNyuIEt1+x6I7/xe80IdHcXJ8HbQtmhIpEiXWCF5m2NQfhxEawfNIAIJHcfP398fJkycxe/ZsbN++HT4+PtqzQnwigicIQiwSDfjfxL1to+BcxwHlKzREvd7DMGRAU7SpUQ4lK/dB3xWX4OYLqPBcwDX8uWEgejvkR/nCuVDUoSCyZrKBbd0xGKnnFl5QUBAuXryINWvWYOjQoahXrx6KFCmCHj164MKFC8riE+IXETxBEGIZP/hcXokVTkVR3iIDUmfMDrOMqWFiVhi560/HlMNP8FrzqugIb/gcmYB5naujbJl26N6/H2aMbIByee2Qv/Y4jHWLwOP3P1BvCAgIgKenpxK0lStXonPnzihQoIDGKqUr9v1RvHhxLFmyBK9f868U4hMRPEEQYhGNhRdyHXddBqJvOSvkyVEQ+cvVQ50qxVDKJhcsCrdBm/mucPUNQIDnTuwYWAV1SlRGuV/WYs32jTg5oyHq5MsH6+qjMOJ0MB7oSZZmdHQ0vLy84OLigj59+qBixYqwsrJChgwZ8MMPP/xF8ExMTNCzZ0/cu3dP+24hvhDBEwQh9oh+h5BbK7C9fxmUzlkItnWdMXrHARzYuwCzOjuiXC47FG69BFN3nsLldV0w0DE9Uia3RI7qv6Bb324YVC8fbE0yIr1VFVQbsApLznvhXoiKDMYLDx48wIEDBzBv3jzlqixXrhxSpkz5QdxsbGzQsGFDDBkyBB07dkTOnDmVAFIQz507p/0pQnwhgicIQuwRHQz/QyMxp052WJiUQfG+f2DvuyiN3fcnLs1rhBZW2WBWZgScxq/HvvH10LtSVqROmwUZzHPAytIM2U1SIEWSxPghcUZkLdwCTsvdcMQPiKtQ3rt371SWJd2WBw8exNixY1G9enVltVHgKHZZsmRBPo0V2rhxY8ycORNubm4qceXPP/9EkyZNkDhxYmX9bdy4EeHhUlcRn4jgCYIQi4Qi5Oh4LKpvDot0+ZGrzQosve8DH+8jODq2PKqZZYFJuTHoMvswTq8bh+Uj2qBRk+Zo1LABWtQpjQoFTWGSIiWSps2LQvWGwvmPO7gcGDcWXmBgIM6fP48ZM2agTZs2KFWqFCwsLPDTTz8psUubNi2qVq2qRHDHjh24cuWKKkOIiHjvd/X19VXnzMzMlEAOHz5cCacQf4jgCYIQi0QiynMXjk2si7o2pshiVRalW/VCz+610aBoNmTL5gDHPpuw3PUZnt2/insXj2osqcPYv/8Ajm0YgVlt8sM6WQoksWyARrNOYpdHAHxiMY7H8gEKF0sJJk+ejJYtWyJXrlwfXJYZM2ZUwkcBnDRpEnbu3IknT55o3/1XKJgUwrJlyyJ58uSoWbOmcocy/ifEDyJ4ek0UosODEOTvj4DAUIRqHvTPlq9GhOFdsOa1wWEIi4j6/OsEIa6JfIGXbiux/JfqqJ3fDNnNNEJnbgYzSwfYN5mEyXvu4t67aERGae7byAhlIanj6X5cmtMSje1LoFjjiZhwxh8emtfpUi4oPiEhIfDz81MuyNWrV6NLly6ws7NDmjRplMuSX2mhlShRAn379sXWrVvh4eGh3vclFyV/9v3799GhQwcVx6N1yNgf3aRC/CCCp89E38ODY0uwZNx4/Lb6NA4/0uwaP+XLifCD79VdOLh2OZZuPIkT97wRoD0lCPFPNKKCn+PZtUM4snYG5owfgZEjJ2Pigu3Yevo+PHzC3tfg/QNvBHucxem9+7HvzG24+/+9/dj3wySUTZs2qbq5+vXro1ChQspVGWPR5c+fX5UazJ8/H4cOHYK7u7sqRfhaWHs3ceJEZeElSZJECSbFVYgfRPD0lbBHeHZ2Bma3KY6SOfPB3mkFpl/ULAH/2FAGItRzD3aNaYpm5SqibJNpmH70AZ5pzwqCfhGBqCB/+PuHIjge3BChoaF4+PChyphct24dBg8eDEdHxw9xuaRJkyJ37tyoXLkyfvnlFyxatEi5OL/HKmOyCpNaaOX9/PPPuHbtmiSvxBMieHpFtOZ/EYgIeoBHx+dhQVdHlE6bBMmTZkGutssxyRV48/fnxPsMbq5qhw7FMyH5T9mR0X4whu++DY0xKAiCBmZMUrBevXqFw4cPY/z48ahVqxZy5MiB9OnTK7clBY//v1GjRirT8uzZs3jx4gXevn2LyMjvS5GhuLZq1Uq5RukqXbVqFd68eaM9K8QlInh6RSgQ4IZLm5wxrK4d7M1SIalm1/ljUjPk1Vh4k/8heM/w6MB4TKuVBTZJ6YIxQ/JCA+C80x0Pta8QBGOG7kP2tGTsjMXftNwobDEuSxaKM5mEdXNsCXb69Gk8ffpU+27d8PLlS5XpyX+X7tLevXvjzp072rNCXCKCp09E+2k0bCO2jmqKmvls4VDcDoXzmyFrBksUarcUky9oBC8m2BHlg+Dbq7Cq388ob54VeUxSIlMmG2Qq+SuG73AXC08wWlg3R0E5evQo5s6di+bNmyN79uwfRI51cwULFlS9LlkqsG/fPmX9xRa0MFnDxxZj/PcrVKigRFiIe0Tw9IkojeC9OIBjvy/DlLELsHHJEEzuUgyFzKxQoMUiTNIInrc27hH29DhOT22EttWqw7ZMO7StVRi1iuVFNsdfMeSP23rXc1AQYhsmiNy6dUu5DJlpSYHJli3bhySUFClSoGTJkujfvz82b96ssjKfP3+O4OBg7U+IPSjALEzn78FszQ0bNmjPCHGJCJ4+ER0GBD3GM6+nuOPxBIF3V2OnswNKZsuFPE0XYNIlwIeCF3Adt7cMwaAaDqjSYjx6LT2ETZMao2c5G1iWG4Hh+x/B+/1PFASDhvE1Zk6yVIB1c6yPK1asmEo+ibHomHnZtm1blS25bds23Lx5UyWvxCW0IGlNZsqUSQnw6NGjVYxQavLiFhE8vSUE8FqDbf3tYW9miTzNFmLqNY3ghYch5OJ0rGxvC1vzgijUYhrGbnDBsqG10DhfVpjatUOrWYdx6qkf3oazhZMgGBasf6NlRguNBeK//vqrstxSpUqlBI7JIbTsaOG1b98eS5cuVa+Nz/E8TH7ZsmULHBwc1O9JdypdrpKtGbeI4Okt7wXPpR8FT2PhNVuMGTeBNyHP4LGuC/rZJUGGxCmRImdJFC9fHg62ZsieKimSprGGqUNv9Jh/Am4+oZ+pbxKEhAlH7MT0tKRo2NrawtTU9MOEAsbq6DqcPn26EhS6EpkRGd+WVIwlyobSyZIlU91bFixYoGboCXGHCJ7eEgg8XI2tHwRvyXvBC36K+5uGYET1fHC0y4M8BYvA1iYXrLKkQtqkP+CHZKZIkacNmk04gFNvRPCEhA9df6dOncLatWsxbNgw1K5dG1mzZv3gsmSvSva05PQCZmMeO3ZMZUbqGxS3adOmIXXq1KoMgtmaUp4Qt4jg6S0awfNcgU09C6JghqzI0WA+Jl7W7HBD38L/5j4cXDYVc6dNwqTpszBpZD/0qWkNu4xJkCRzWRRvPxfzj97Dg+BIcWkKCQ5aQ3QBUrQ4WJVdTmi1WVpaKuuIyScsJ2CaP8sMRowYoerrKIx0EepzXIxuzTx58iihrlOnjoonMotTiBtE8PSWt8CDZdjYPS/yps4E87qzMeY88OpdJCKDfeD7/DGePn4Er8dP8ODqIewZUgY1LVIhRe52aL3gFC76hSBEniMhgUHBunHjBlasWKE6nVSqVEkJBIWOIsFkFDZvZosuWnws6mZ7sLhOQvlW+PtSvCnahQsXVm3NpNVY3CGCp7doHuDXp3Bh3QiM6NkPg+Yexk4PIOCTvTS98fLwbCxx7oveYzZh09VXetFLk8kFHJfC3bogfA66+lhOwF6VjGt17doVRYoU+eCyZCcUZloyZseel2zVxXhYQoSTFaZOnapKEzJnzoxBgwZJEXocIoKnt0QDUZyAEIAAzQ7QPzAMIV+YlhD9LgjBAf7wexuC0Ij4c+nQHcW6JrqXWNDLXoSMv0hwXvgYWnK8JzgfjiN0+vXrpzIYKQKMcTGTkdmWbN7crl07VVtHy4/WEK25hJrOzxZnHBFEK5ViztgjY45C3CCCJ+gMf39/1YOQiQPcpVesWFGli48cOVLFKr63J6FgGLCkgIs+58m1bt0apUuXVvVpMRYdY3N0+/H8H3/8gUuXLqnuKYYCXbBNmzZVfyvLJ9jSTIgbRPCE74IDM+mOYtLAnDlzVIGvlZXVh8WLB7vRr1+/Pl7roIT4g0kZdG1fvXoVu3btwoQJE9TUAA5TjblHWE7Aujk2WWYm4/Hjx9UGyhChlcpsU1qyjOWxCJ3fkyL02EcET/jP8MGka4bDLSlktOY4HJPp4enSpfswaiXmYGcJjmGhOArGA4WOU79poc2aNQvNmjVTdXMxbsvEiROrbEv2lhwzZgz279+vrB/eJ4a8OWJsmwk39vb2SvBo7dEzIhvC2EcET/hqKHT37t1Tbia6m2jNcVfOhzZG3AoUKKC6W7CNU7du3VQqOb9ft25dtcMXt6bhwxguP2u66mjJNGzY8EMqPg8OQ2UMq3v37sr9vXfvXjVB3FjS8znNndfHyclJxSrz5s2rYt2GatHqEyJ4whdhggDHpTBhgG2cnJ2dUb58+Q9tnJhBx5gLLTw+wAsXLlRtnAgf6pYtW6pUcg7AXLZsmRTaGiicAs7BqqybW716tSopoDUX0wGFlpy1tbWK6/bp00c1T6Y1Z6zQhUnXLa8LNwC9evXS+Vgi4Z+I4AmfhQ8lYykcmNmgQYMPbZxiGvNyzEr9+vXVrC+2caKLk4IWs1Pn+zmehQsdhZGCePnyZXVOMBweP34MFxcXDBw4EFWqVFGfN5NQYsSOE8Q7deqE5cuX4/z583j06JG6N4wZekvoKbGxsVHXqHr16mpTKcQuInjCX6BgsTiWu3S6o5hcwEwyPpQ8GH9hMTB38OyAceTIEVWC8CmYeu7q6qoeZr6XVh4XRiHh4+XlpXpasm6Og1XLlSv3YQwPD/aKZN0cGzuvXLkSbm5uygoU/g+tYbr6GfPmZpKTHKR8J3YRwTNyaI0xdkB3CnffjCVwxAoXrB9//FFZc9ytMxbHmiGK4O7du1Vq+ddklbHZL3sG8ufQymOGHhMZJCMtYcEkJZYGsG6OGbkcxVOjRo0P5QT8bGnxc1PDkoIpU6aoRAyJS30eXksm65ibm6veoAwXMEYuxB4ieEYMRef27duqqJeixL6EdLGw4JeLGF1SnC3GomBmlVEQ+ZBSsL4WxgDpyrKzs1Oi16RJE2VBJpRWUML7Tij8zJhpySJwJpzkzJnzQzYuMy6rVaum0usZ52Xslh1FZPTNl+F13blzp7qevJa1atVSoQEh9hDBMzKY+nz37l1V+Et3FDPlKGq05rh4UZToXmFsbsiQIVi3bp2qs2Nm2bfA9zE2wRgOszlpOTLmJzt//YYxtitXrigBozXXvHlzFZvjPcKD5SdsKsDCcVrtrK+jm1P4bzDu3aJFC3VNGTpgD1Eh9hDBMwIocoyf0Drbs2ePcp2UKVNGuaMoQrTo0qdPr4SO7szFixfj2rVrqgcmXVnf637kv894H+N/fLD5bxhzhp4+ws+Y9WG+vr6qKw6zKLt06aLuCVpwdFnyPuFnSKFj3I6d/1lOwPd964bI2KGVx+eRNYncdHIq+n/xoAj/DRE8A4dJKEwuYEwlpo0TC8RjduqMHTDmwro5Zo0xizI2ZomxMXBM/0B+5e9EMRX0A1oamzdvVgsurXs2b6YVF3OfsL6Sw0uZdcvPjqUnYqV/P9woMKTAnqEUPBbn07KWZyN2EMEzQChY7G7Bprx0NzETjOUEMYsXBY/CR0uLQsjSg9juVciO8Ky/YiYfg/QsdRAXWPzBhfbVq1e4ePGisubovmZ9JS053iO0OOjCZFyXg1WXLFmi7ilac4LuYCMGxsbZxIHPBmPdzGo19rKN2EIEzwCgO4oJAtxxc3fITEvGBdjBga5KuqRY3Ep3FNs4MdOSkwxYD8X3xMVukg8wZ3+xM0uSJElQs2ZNle0nxA90cbOVV4cOHVQGLhdburd5n7CRAMtRpk+frpJVuIGim0265MQOzGT+7bfflLeFzyqTxPhsCrpHBC+BQ6FjVhyzKLlLZ+0T4y7cocfs1GnNcZfOJBW6o2htxbXLhIsl3WZ0q/L3MjExUXE9IX5gM2c2++a9EmP5czPCnqdMVDp58qQqKBdiHz4bjK3TrcnPgRmv3LgKukcELwHC3TaTPljUzX6FFDPGXGJEjskF7F3IAnGWG9BlxczM+O5VyFIEulhjCpRZvM6FVyyHuIdtwMaNG6esO2bmclNEz4C0t4ofuGmtU6eOeobpmWE8XeJ4ukcELwFBYWB9Ewu/2cGCgsYFi2NWuGixlodtnGhFLV26VHW34OvpvtKHQm8KLuuO+Hvz92XMiHFG6cAR91Dwxo4dq1LhGVPlzEJa4EL8QBcmQw2MtdO1yc0IPyNBt4jgJQDoWmKWIzPkaM1RMD4emEnRY2Yd05vp2mSHC30cxUPR5d/CTEA2zaVbky40sSriHi6wTByi2HF+IZt+S9Zl/MFN39atW1XJB2OpfJ5lErruEcHTQ5hBx3IC1jix8wIzKZlEEFNOkCxZMrUTpM+fTZ1ZGMyYC2uoEgJ8sOm24d/CPpvMFBTilhjBo4XHrikzZ86MlXIU4eug98Pd3V0NwOVzwQxZThfRB8+MISGCp2cw7Zu1cEzoYKoyd3wWFhYfZs4xi4uNemnN0c/PLiaMgyWk4ZFMb+cOln8PW5kxSUKa5sYtfxc8dr/5XBNwIW7gs0/XMuvxGJ4YOnSomi0o6A4RPD2AHU0YtGa3dFprrI+LydjiwSQUCh+/zwJxvi4hx1so0Pw7aLGybIKzwNi+TIg7RPD0Exah08XM555F6LT6pIuN7hDBiye4c6Pbkjf0xo0bVcZi0aJF1WBVuiyZyci6OXt7e3WOr2GmJTMd4zvb8nvh3874BGvxmJXG4bGs0RP3TdwhgqefnDp1Ck2bNlUNAPjs87lPKKGKhIAIXjzAzEm6I+mWpGuvUKFCKtMyxqKj/57uzHnz5qnibIqiId30FDYm1XBgKP9eijxdOeK+iTtE8PQTej/o5aH3g4ldzMaWvrO6QwQvDmA5AReYM2fOqHgVffNs2cR4XIzI0Y3BadG05lggznZDhi4ADMpnz55d/f3s58mmxTJSJm4QwdNPeP+z7IgtxvhcMKmLg2IF3SCCF0tQ5ChY7FfIDMqYTEu2baLQ8aBlwwWfvS6nTp2qXsdMOb7PGIqxT58+rcbO8DrwAacAss2SEPuI4Okv3PjVrl1bCR7rajmiSdz9ukEELxZgEgotNGZa0mLjpHDOgYux5ih2tPDYCox1c1z42UjZ2DqO0K1Jty1Fn6LXvn175b4VYh8RPP2Fdal099OlyXrbSZMmqc9GRO/7EcHTIbwhWTtHEevatSvy5cv3QeR449KKiSkQZwyPsTxjh0F6R0dHdY3YHo0NjRN6Uk5CQARPf2EDAIY+mLTCzTGTWPicGNuGODYQwdMhvCHZ29LBwUHNEmMtDTMuCxcurAZmsqcl54jRbScJGu/hUFpuDjhBgcX07NDP7FUhdhHB019YhsAyJRahswUfS5To7k9Itbb6igieDqHgccGOGZxJoRs9ejRcXFw+TBAX/gp3s3yYOWCUxfXczTK5R3azsYsInn7DtYK9Til4fC4GDRokPWd1gAieDuEizZhUlixZlODRctHHnpb6BLPSrl+/jnbt2imLmCUZHFsjg0ZjFxE8/YehEX42XEsaNmyoFxNPEjoieDqEgsdElZjp4hzkKJbKv0NXDQdgMl5B12bnzp1l8Y1lRPD0nxMnTqjMboZFOKuQHZakwff3IYKnQ/4ueH379lWdUYR/h2OC2GmG1429Qo8fPy5xzlhEBE//iRnhxCJ0eo04ZYRJccK3I4KnQ/4ueH369JFF+ythMg83COw4w2bZMg8sdhHB03/o1v94I8jaPJYwCd+OCJ4OEcH7dnidtmzZAltbWxXLY4cJebhjDxG8hAHrUtmYgusJ515u3rxZe0b4FkTwdIgI3vfBhztmbBCL0VevXi2txmIJEbyEAUuYmAsQ052JReh+fn5ShP6NiODpEBG874P1d2wizZFB7BY/YMAA5daUh1v3iOAlDFiesHz5clXixG5ErM1jb00ZGfRtiODpEBG874PZmuwbWL58eSRPnhwVKlTAzp07pUQhFhDBSxjQw+Hq6ooWLVqoTSAnq9DzERgYqH2F8F8QwdMhInjfB2uM2HmFI1G4mzUxMVGZad7e3tpXCLpCBC/hQM/HhAkT1CBoHoMHD/6XbkRRiIrwxZtHt3HbzRUXL7jCVXOcP++GC25/4vZjb3iHa9Yr7avfE4nwgKd4cusGbrp7wfNNGMIMsKJKBE+HiOB9P7yG7CPIGN4PP/yAevXqSUPpWEAEL+FAl/7vv/+ukla4rjDOzSL0zxOI0DcncWiBM5ybN0brpk3QpHkTNGrQCs1bOWPchrM4GwD8f2WKAiLu4c6B2ZgzoCd6jlqDxSde47UBOlZE8HSICJ5uOHv2rJqGziJ0Ntxm9iYD9YLuEMFLWDBjuUaNGkicOLFqKr1nz54vrC1P4O++ADNbl0KxVCmQMU1apMmYDqlTmCKjaVXUH7MNLt7AhxL2SF/4u87Dik6FUdI6F8yqjECvDV7wMsBOiCJ4OkQETzc8fvxYzQ9kPR6nTLDxNmeECbpDBC9hwYJzuvdZgG5ubv7lOtWIG3h5eCB6l7GGeRpL5K/YELXadkLrlp3QoeNoTN50Fmc0Fl6QenEwwh/ux75hVVHXNBES/ZAMiUoMRocVD/FIBE/4EiJ4uoEZaGyrVLFiRfz4448oVqyYSl4RdIcIXsKC2Zpbt25VzwLrVNlbkyODPonvKXiuaoVm+XPDvEBTtJu/Bxvc7uLKzfu4/+ApnvsEISgKULnPb87j9obu6FHBEpl+SITEP6ZEsjK/osNKjeAZYK9qETwdIoKnO7j4du/eXcXxGKjnRPigoPd7UuH7EcFLWDCOx1g2hY5rCwdKc9zYJ/HcjUsTKqKqRQYkz1IExZv1QPuhEzF23lb8fvYpPD5Ybi/gtXcsZja3RckypZAtX0EUzJwFOSsM0gieJzxF8IQvIYKnO9iDlNeSgXrG8lq3bq2mKvAa645wvAt4iReed3DX/Tbc7z3GkzdBCDaChvQieAkPxrFZm8qRQSzbmThx4idn5EXc2oZjwxxQ3SYdUqbNhIxZssA0Y2qkN7VD3vrjMWr3Q42Y+cLfczM2DKiHemUqo9GoMej5awe0zpcTduUHodP6Z3hmgG2ARfB0iAie7mCJAl02TZo0UfVHBQsWVAW4vr6+2ld8L6GI9L6CSy7T8VuvVnBq1gKNnZwxfPFBHHrwFoaeIiOCl/DgJnDJkiXIly+fEj2O1GJsOzz8r0XoIe57cHRSE7SvVQnl63eEU6/e6NeqHKpaZ0Am06JwGLgKcw4cw/YpbdClQnmUajYBM47txs71vdC9UE7kK90XTmsew8sAHSoieDpEBE+3sNZo5syZyJw5sxqC2alTJx01lI5G6MuLuLa+P4bUL4qilmawzJkNmc1zw9qhLZpPOYhdd/01kmi4iOAlPBjbjtkEss0YszU3btyIgICPs0siEfT4Ai79MR8L5yzBwm0XcfHOXXi6Lcbq7kVRTGPpWVRrg5+HjUSbkrlQII0ZTB2c4DRiAIZ0LYsyZumQMVtpFO+8ELP2e+LOK8MqxhPB0yEieLrnwIEDqq0Sr6eDg4NKz/4+tyZD9QF4cnwGZtfPhULmuZDTsSmad2mLtjXyw9bMApmK9UHXZVdwN1xVKMUjmn89PAABr1/h9RvN17BoRHzcZS0iBGH+r/Dm+RM8efwUT1/6wvttON59xS8tgpcwefbsmcrQZPZyhgwZMHToUM33nmvPkjAEPDwL121LsGTpVmw69QwvgkIQ4bsXxydWR1XztLB0qIQK3buhol1+5E2ZRrPRs4RFbkvkyJoOaZP8iMSJkyJ1wYaoMvo49rgbVgszETwdIoKne27dugUnJye1o82RIwfmzp2L588/fsD/KxTL27iyrgu65MmArNYNUGPiCRxwu4gb63pgkKMpsmQsg1J9NuGPN1EaaYxPHuHF+RVYNvJXjPzNBZtvhuNFTMgmOgC+f+7H0aUjMLZvZ3Rw6oyug2dg4jpXnH0UqFn2vowIXsKEVh7rUpm0wjWGA2L/2pghDK8098zaX6rg5wr10WDwWqw5fQmXj83ConZ2KJQxM2xqtkHbGbPR95df0LVePTRrUg8NGlZC2UIWsEj5E5KnMkO2yr3Qfv5FnPUSC0/4DCJ4uodtxVauXKlieIzlNW7c+PPp2F8FH+DLOLe0JZplz4hMeTuj9bqXeBSm2clemo5FdUxhnTInrJrPxozb4XgeX32rI1/h1eXFWNHDEWUtzJCn1mgMPhyB++x+EfkawbddsGVUUzQtYYXcFjlgntUcFpZ2KFC1B3osPoHjzyIQ+IXNuQhewuX8+fOoXLmyymBmb839+/fj3bt32rMR8Lu+Htt7FYWjSTKkMCkEu9qN0ah6YZSwMEVmm9qoN2Y9fr9yE6fPnMapvXtxYP8u7D8wD9N7au61ND8gaeaKKDVgO353e43XBrZ8ieDpEBE83cN0bAbmmzZtqq4pF2cG7r99ggLf9wC3XAagXzFTmGVxRKnuS7F0907smN0RnWyTI3MSE+RoOAVjXMPwKK49OtHhCA96hKdnl2NF3yqobJoYKRP9hCw1RqP/4Wh4cF0LdMWjDZrftWR2mGQugHyVW6BZ8zqoXzwrcmTUHLVHY+Bubzz4Qn9hEbyEy/379zFw4EA1LJkt+Fiy8+TJE+1ZICrUA8+O/4bf2jmgZLZMyJzFFKZZMsOsQA1U6L0GS8++gHdEpLIWI8I191t4qOa4Drd1PdCrVH4UrjwI3dY+wH2/KM1zpv2hBoIIng4RwYsdWH83atQolbjCQnTOB+OcsG8nCP7XN8Clb2lUyJEeqU1skLdYERQvnBMWqZLgpx8zw6rRRIw8HQrPOB3Hp1HXsBu4s28ixjUpjtLZ0yK1ZhefKFFKZK8zGgOOaKSagvf6KK7Pb402jg4oXmcohm4+hlOuW7BlXFXUzJICaazboN68+7j6+vOrlQhewoXlCevXr0eRIkVUk3VOUjhz5oz2LIlAdNBDeLrtxPaFkzFl5HCMGDMN01YfxJ4rL/Hkk9mXoQh64oaLe7Zjx8GruOD1DjE2oyEhgqdDRPBiD056Llq0qBK8qlWr4ujRo5+sQfpqQp7C22051o1shqaVHVGyWAmULZEf9rkyIU2y7LBuNAljL8S1haf5e/wP4PTiLmheogTKFS+GMqVzI0f6LLCuNRIDD0fAg6mjfu7wPLIGa+csx/Kdt3Bbvfcm3Fc3Q4scmZClQEe0XPkQN3xF8AwRrjM3btxQ7n2uM3nz5sWaNWu0Z/9GdChCNQLp9zb8X+O6xoAI3qeIikBkuGaH805zhEci8ivNehG82IMPeK9evVRmGntsclzKx26c/0xkGN4FPMHTG8dx+vBebN+6A3vm9MK4elawzJAPNi3mYPbtCLyIU5eOZknyO4cbhzdg7m9rsGXFZKwcWQXlLc1hWckZ/Q+E4S535/zdgwIQ4BeIwNAoRGks1ogbS7C+ezEUN9NYq42mYdL5EDz5whZdBC9hw3l4HBPEdYaNGcaMGfNRHE/4HCJ4fyEMoa+u4+qelVgzYxwmjJmIibNWY/WRW7j6OupfTXwRvNiDvQRZc5Q7d27VMb5OnTq4cuWK9ux/JQJ+907ixKrJmDZ+BmZtPomTV9zgtqYnhpbNiswZy6JUn83Y+SZa22A3rojU3IKv4PvyGTwe+uDto11wm1cXtazNYFFhKPrtD3kveH/hLUJvrMXmPo6omtsS2Up1g9PiC7jkpzFita/4FCJ4CZ/FixerzGWuNW3btsW9e/fUGiR8HhG8GKI0Yvf8FM6vGohB9UvBIX8u5MplA+sCZeDYYgycN1zFlZea12hf/ilE8GKXy5cvo1q1asqtaWNjAxcXl2/c1YbjjdsyrHHKh0JmOWBWogXa9e+ObvUKwS6rBcxK9UfP1ddwN+J9iku84bsX53+rjmo5TWFRcZhG8EL/Knjh3vC7ug4uw2uhbiFrWJd0QrPpp3HwK/ywIngJGyZt0a3PeZHMXi5durR6HrgxFD6PCJ6WqOCneLB1EMbVskBuzaJnXqgsHCo7onQ+c5hltEWBuuMw+bgXPLSv/xQieLELxwYNGTJEjUhh4e2wYcNUxtp/Jxrvnp3E5YUt0MbeFOmTpkdGUxOYpDODWeGmaDzlMHZ5hMR/zMN3D85N+6vg3Yu5naL9EXRtFTYNrIjq+ayQo0R7tJh+AgcfhCD4K1RaBC/hw65DI0eOVOsNuxHxv728vLRnhU8hgqeIQoTfDVyY0QKdSuSCVcm2aD5+IzZuXYgNA8ujUuZUSJG9Hhotu4KTGhPvc+uJCF7swmzN3bt3o0KFCipuUbZsWTU26JtKFCJ9EOJ5BMdWjsaIzm3QqnkbtO7kjOFLDmDf3QC8jvcG0ppf4M1unP1Y8A6E457yU/oi/NEe7B1bG7WtUiNVOlvkaTASI9YexhHXi7h80wPuT4MRJDE8g4a9NTkyiN4O1uTVrVsXV69e1Z4VPoUIniISEW/v4Mb2mZgzagyGLTiJw2zZGOIO341t0dkuM9JaNkSjxZdxKlAELz6hlde7d2/l1kyXLp1atL99bJDmkwzzRcCLh/C874VHLwMQEKmkRg/Q/Bavd+D0xPIolzkNMpUeiF77o3BPY3ZGB57FvdUt0dYuhbrPEqXKA5sytVG/aSM0a9ESzQctxJTdXngoWZoGz6VLl1CpUiV1H+TPnx979+6VON4XEMFTRCM6IhABLx/h0YNHePAy7H3A/9UxXBhTCTU0C4JpqYEYsscDHl8Ij4jgxT4sll24cOGHa9yyZUsVrDc83gveqQ+CNwi9DwEe4UD4rTXY0TUniqbSiB0FL9FP+CllaqRLkwKpNF9TlOiOxnNu4trLzy98IniGgaenJ3r27Im0adMia9as6nN89eqV9qzwd0TwPsez0zgxsx2cimZHzrx1UWPkfuz1DPhi5psIXtzAYH2NGjXUiBTW5rG3oOEF6zXWWeANeBycg9nDBmHojB1wuQt4a3QwwuMYTi/shzF9uqBrt67o2qUjOjq1R/t27dCunRPaj1iOWfsf45H/521VETzDwMfHR43NsrOzU6LXpk0bXLhw4Ts6ERk2Inj/IAKRr8/h3PxO+MXRCjY25VC29yosvx6MN//iKRDBixsYrOfwS7ZVYnslXufbt9+XXxsU0ZGICg9FaEgwgkPf4Z3m/lPLWGQ4wkOCEBwUpNy5QUGBCAx8q0RfHUGhCHkX9cX6URE8w4BZym5ubmpkEOPanCyydu1a5QkR/okI3l+IRKjXcZya1R6dSlkjX8FqqD5oHVZe9YWP9hVfQgQvbmCHFVp5JUqUUNeZXw8fPqw9K3wNIniGAzc5zs7OKq7NEoURI0YgJORLvijjRQQvBs1uOvK1Gy6t6IhfSmZClrSWsKj+KwauPYeT7o/g5fUUz/1CEfQFK08EL+6glUf3zU8//aRSshcsWKC6TwhfhwieYbFs2TKYmZmpdadVq1bq+YiK0o/0K31CBE8RjeiQp/Da9ivGV88A82SJkCidLWyqOqFN94EY0P9XjJi0DKvOPsZtjX59zlMkghd3+Pr6Yvbs2arzChvodujQQWWs8TMQ/h0RPMOCHo6aNWuqDWCZMmVU+Y5sAP+JCJ4iEKEv9sKlZ3GU1QgVxSpRoqT4MU1mZMqQARlSp4VZocZovewKDvl8Pm1dBC/uCA8PV3PB2ECXD3m+fPlU8F5cOV+HCJ5hwQYMdGuyKYO5ubn6bKUI/Z+I4CkCEPxyP/6Y0AVdylVElYqVUKliBVQoXxblypZVBc7Vmg2C8/Y7cPUXwdMXOCaFyStp0qRR/TXZXFoW7a9DBM+woDXHbGVbW1v1LDRs2BAXL17UnhViEMFTMBvODz5PH8Lz9l3cvXsX9+7exh33W3C/dQu3NMft+1544huKQInh6Q1MvWb/wAIFCqjrzbFBrq6u2rPClxDBMyz4LFy/fl31muWzwJFBu3bt0p4VYhDB0yEieHEPWym1a9dOWXlWVlbq+kvh7b8jgmd4PH/+HL/88ovK1GS5zqxZs+Dv7689KxARPB0ighf3cPL5ihUrlJXHiehNmzbFuXPntGeFzyGCZ3jQxb9o0SLVYowbQCZycYSWZGv+HxE8HSKCF/fwmtOVw/l4vOa5cuXC+vXrtWeFzyGCZ3iwCP306dMqfsfNH+tTOUNSErn+jwieDhHBix9YojBo0CC1q02ePDmGDx+u3JrSXunziOAZHrzf6fFg4Tmfg/Tp06v/DggI0L5CEMHTISJ48QN3sBs2bFA7Wj7otWrVwqFDh9T4FOHTiOAZLqtWrfqwBrVo0UIVoQvvEcHTISJ48QNjFOyl2aNHD1WEzus/adIkvHnzRvsK4e+I4BkuLEKvWLGiWoMcHR1l8/cRIng6RAQv/uADzfZKLLrltWczXYNsKK0jRPAMF973AwcOVJmaOXLkwLRp0/DkyRPtWeNGBE+HiODFLydOnFDT0Hnt2TWedUj8TIR/IoJnuDBbc926dShYsKBy8dOtKfWp7xHB0yEiePHLgwcPMHjwYDUIkw2lR44cqb4n/BMRPMOF69C1a9dUb02uQ2y7t23bNu1Z40YET4eI4MUvzEZj01w2z2V7pXLlymHPnj3as8LHiOAZNoxfswidQ5KZvTx9+nQpT9AggqdDRPDiF6ZlP378GB07dlTXnxOgZ86cKYW3n0AEz7Bhb825c+fC2tpa1eR17twZ7u7uRu/iF8HTISJ48Q+Hw3I3S7cmP4MuXboot6axP+h/RwTPsGER+pEjR1C3bl2Vuezg4KD6znJCvjEjgqdDRPDiH34GTMtm5xUG7GO6TUjx7V8RwTNsYrwdbMKQLl06NTZo1KhRqjDdmBHB0yEiePrBs2fPMGHCBPWQs5Fu3759pfj2b3xK8F6+fKk9KxgCERERKluTpTo//vijKtXx8PDQnjVORPB0yN8Fr1+/fsq1IMQ9Bw4cQLFixdTnUL58eZw9e1Z7RiAfC56lpaWaHi+F+obHmTNn1P3P54DejqNHj6rhycaKCJ4O+ZSFJ5lR8QNnGDZv3lxNQ6cFw2noYm3/n48Fj8XJv/32mxovIxgWTFThYGT21eTGhiODjPlzFsHTITGCF5Mw4eTkhDt37ii/OTsd0KcuR+weT58+Vdf7woULypVJtyazNbt27YrLly9rPykhRvAsLCzUBm3AgAFqrBKvHxfET11bORLOEfM5cur5mDFjlNixPKF9+/ZGXYQugqdDKHhz5sz5IHic0cb+jiyG5uJLi0+O2D14nTk5gWnYdOUwQ42fBSdAL1myREoUtDCmOXbsWGXdJUmSBEWLFkXbtm3V9evfv/8nr60cCeeI+Ry50eMUdFp4fA44K8+Yx2eJ4OkQCt7ChQvV4spFJFmyZGrBTZ06tfoqR9werD9i4S2L0Lm7dXZ2VtmaMjYI8PLywpQpU2BnZ/fhXmWCz6euoxwJ++DnGvMcmJiYqLIdrlXGiAieDqH1sHXrVpUNVbJkSRQqVEjtqCiAbO8jR9wdtK7ZT7N48eLKeuHBVmOenp5G+7B/DEsQVq9ejZYtW8Le3l71XeQ1+9S1lCPhHlx/uA7xOShSpAhKlSql4nje3t7aO8G4EMHTIbQcmCyxefNmLF26FIsXL1Zf5Yjfg1b3okWLsG/fPhVLFcF734nj6tWraoPG+5TX51PXTg7DOZhfQLc+m6z7+Pho7wTjQgRPxzDll5mZ7Gggh34cXNx58HNhbZLwfnMm96pxHXwG+JWjtMSlKQiCIAgGjAieIAiCYBSI4CUUJLFQMAiiER0VhahozVftdz6N5rzmNf/+OkH4ekTw9JrneHl1J3auWIn1e67iwgsgRFtGFh3qB59bx+G6dx02bVyPtevWY92a1diwyQV/nL6La88jESq5GYK+EOkHP/djOLNpPhbNmI5pc1ZhzcEbuPxSc59qX/KeQIQ+vwS3XauwcuZUTJ+7Gst2XsGlx0EI075CEL4VETx9JfI1/N1XY92AGqhVuAQq9liDuVcAX62IvXt1E5cW98DwRkVRplQJFLEvgWKFbFGyXA387LwVi1zD4CttPAV94J0PvG9ux/ZxbdCxUkEUypsXVnlKoFSjIei/0g1nn4ZqxSwS756dhOvKfuj3cwnYW2WHdf6SKFx7APovO40zLyMQIps44TsQwdNHorzhd3Mzto6og9rZUiJt8izI1XoZJl0AfJSFF423Hvvg0rMkamVPjNTpTJA2sznMMqVDNuvCKN5tFaaeCIO3bImFeCcCeLAbJ39rhIZFLJE9V0EUKF0GJQvkRC5TG+SuMACDt/4Jd80rwyOf4f6mwRhZ3Qp5s1kiZ568KGqXA9mzWiNPrWHou+0J/jTObHpBR4jg6RUakyzIHXcOzcbsThVRxTodUiZKhEQ/ZYWN0wpM1gierxK8t3h1dTFm1ckFezNr2NTuj45DZ2DujKmYu2ARlu66glMPIhAsGfhCfBMVDL9DozCnQTZkz2yH3A3GYNy6Ndg4pyM62WdB1gxFUar/dmx5EQRf72PYP7gsKplkgknhtmg1ZjrmTWiBVnbpkcm8IooNPIKdd6QZu/DtiODpFQHAiy34Y0xj1MxtiYI2ml1utkzIlC4n7NovwxS3GMHzxKOTIzCktBny5CiD0r3XYY6LG67fvAuPpz7wDYngvloQ4p9Ifzzc8AuGOWaAaY6fUX3iGVwM8kfks7X4vVsB2JlYwPzn+Zh6wgNeNxZiWZs8yJvBDvmdNmGl+xu8ub0O69sXgG2WfMjZaBEWn3sp97bwzYjg6RNRfsCzHdi3dDIGdR+O6eO6YVCrQiiQ1Qq2LRdj8sUYl+ZF3N3RHR1sMyJjMo0g2jjAvlxt1G3aCz0mbcP265qFQv1AQYhnot7iyZZ+GFs2PcxMy6DUoB3Y4emF55dnY1lrC1hlMEXycpMwdONZ3D06CtMbZEe2zKVQfPBJ7NTcxJEvj+DwAHs4mGaDWaXxmHjkEfy1P1oQ/isiePpEdLDGyLuLB+534Hb5Ll5fX47tzg4omS0X8jZdiMmXNILHoH34adz+vRucSuVGdtOcyGmdG3msMiFz6rRIk7MaKg/ZhnU33yLAeOc8CvpCdBgCry7Dlp72KGmaGSZ5aqCKUzd0blUJ1a1/QtrUpkhabjwGLN2PWzsHYWJdM5iZl4aD8xnsYFay13EcGVwcFc1MYVZmOEbu94Dm24LwTYjg6RXRmv9FIjIyCpFRgYDXWmwfWBzFzSyRp5lW8OjPCbkEjx0TMKZTWzTvMBRDZi3G0oVDMLRxfthmyoLU9n3Rbqk7PAK0NQyCEI9Eh96Cx77xGN2oGOzNzWGWLRuy57ZEtoxJkT5VVqStNBEDlx/Erd2DMaluViV4pZ3PYtcrIOzJcRwdZI/yZprvlx2B0QceQPNtQfgmRPD0llDg8Rq49LOHfYzgXQS8abWF3MeTszuwbcV6rNvthktvfOHnew3nF7VGuzxpkdzsZ5QbfhwXX0tdgqAPRCE62AuPXV3gMmcyJjoPwNhxXeBUJx8KZDRH1ipT4bzp3AeXpoVpKZT49SR2aJTt3dNDONivKByyWsC8ygRMPurFSLcgfBMieHqLxsJ7uBpbPxa8y1rB872AW9tnYeboyZiw6iROvAzC2+C7uLbSCZ3yp0OqbPVRceRJjRCKT1OIb6IAv0d4ceMkzh46gL3HL8H1xiXcd52NeR3tYJfBElaNFmOmqxee3FyIZa1zwyZdPti0Wo1FF5/g4aUlWNLCGnky50eOJsuwxPUN5K4WvhURPL1FI3ieK7G5d2EUzpwdVo3nYxIFjy7NpztwZkpd1C2UB5aOndH2t9+xftN0zOpsj5JZTZGh5AB0WHEfD95KUyYhvtHcsHe34uj4xmjoUBFlWo+G84o1WD25NToWywIzs3KoMHw/dvtEwN/nMPYNqYDKpmYwLeKEduOnY9HU1mhV1BSmOWvCcdhx7L0nxaXCtyOCp7e8BTwWY31na1gnTYvMNWdipCvwhoLnfw13tvZBbwcTZEmWCimyFYStXU5Ym5ogQ66aqOb8B36/rbH6JH9biHcigZeHcW5WQ/ycLQVSJcuKzAWLwDZHJpiZFoBNvUkYv/8RnmpeGRH5DI//GIoxNXPBMoMJMlrkQF6rTEiTWvMM1BqDYfue457msRCEb0UET28JAZ7vw7E5HdGxXmO0GLkda29ptE7loUQg9KUrzi3pjyH17FHKlpONNaJXuikaDFiNNa7P8Vz9DEHQB97gzc0t+H1YU7QuVRAF8+dHAbsyKNt6HIZtvIkrr2J2ZtHA05O4sLoP+tUvCXvbAshvWwpFag7AgGVncPZNNJ8KQfhmRPD0Fo2yhfsh4IUHPO7cxb3HPngdrPbL74kOQ6j3Izy6fAQndm3BVpc92Hn8Oq4/8oFfaJR0mBf0iChEvfOFn9c1XD+2C7tdXLB93xmcvKmx6PzD8e7jmzUyWHNf38fDy4dxeOd2uPyh+XpR8wx4hyBEbmrhOxHBMwg4bkX7n4Kg7/yHm1UKawRdIoInCIIgGAUieIIgCIJRIIInCIIgGAUieIIgCIJRIIInCIIgGAUieIIgCIJRIIInCIIgGAUieIIgCIJRIIInCIIgGAUieIIgCIJRIIInCIIgGAUieIIgCIJRIIInCIIgGAUieIIgCIJRIIInCIIgGAUieIIgCIJRIIInCIIgGAUieIIgCIJRIIInCIIgGAUieIIgCIJRIIInCIIgGAUieIIgCIJRIIInCIIgGAUieIIgCIJRIIInCIIgGAUieIIgCIJRIIInCIIgGAUieIIgCIJRIIInCIIgGAUieIIgCIJRIIInCIIgGAUieIIgCIJRIIInCIIgGAUieIIgCIJRIIInCIIgGAUieIIgCIJRIIInCIIgGAHA/wCCgk0GBnY3OQAAAABJRU5ErkJggg==)
Observe the given triangles and choose the correct statement.
![](data:image/png;base64,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)
Observe the given triangles and choose the correct statement.
![](data:image/png;base64,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)
Determine the scale factor of the following figure.
![](data:image/png;base64,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)
Determine the scale factor of the following figure.
![](data:image/png;base64,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)
Find the missing sides.
![](data:image/png;base64,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)
Find the missing sides.
![](data:image/png;base64,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)
If the two triangles are similar. Find the value of angle L.
![](data:image/png;base64,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)
If the two triangles are similar. Find the value of angle L.
![](data:image/png;base64,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)
Find the value of x.
![](data:image/png;base64,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)
1.) Two triangles are similar if their corresponding angles are equal and their corresponding sides are within the same ratio (or proportion). Similar triangles will have the same shape, but not necessarily the same size
If the corresponding angles of two triangles are equal, then the triangles are similar. They are called equiangular triangles
Find the value of x.
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)
1.) Two triangles are similar if their corresponding angles are equal and their corresponding sides are within the same ratio (or proportion). Similar triangles will have the same shape, but not necessarily the same size
If the corresponding angles of two triangles are equal, then the triangles are similar. They are called equiangular triangles
Find the value of x in the following figure:
![](data:image/png;base64,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)
Find the value of x in the following figure:
![](data:image/png;base64,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)
In the given figures, ∆ABC ~ ∆DEF, then find the unknown value x.
![](data:image/png;base64,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)
In the given figures, ∆ABC ~ ∆DEF, then find the unknown value x.
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAasAAAD4CAMAAABlojmyAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAKIUExURf////7+/vz8/Pv7+/r6+v39/fj4+Pn5+fPz8+Xl5dnZ2dTU1NPT09HR0c/Pz+Dg4PLy8rOzs4GBgW5ubnd3d3x8fHV1dXR0dH19fZmZmcPDw+np6YyMjEtLS0lJSXFxcYaGhn5+fnNzc2pqanh4eLGxsfHx8c3NzWlpac7Oznp6ek1NTXt7e9/f38DAwGhoaE9PT4qKivf39+Pj46urq1tbW/b29lhYWFVVVaOjo+vr68jIyGxsbGNjY7m5ue/v70dHR8XFxWJiYrS0tO7u7o2NjTc3N9jY2PX19e3t7fDw8Le3t15eXtXV1XZ2dm1tbbCwsJ6enlJSUqqqqoeHh9DQ0GFhYZiYmOrq6pubm5ycnOHh4aioqIODg8zMzImJiVxcXJ+fn/T09Ofn57y8vD8/P3BwcGRkZEJCQl9fX2BgYFlZWVFRUVpaWpqamqCgoHJycoCAgJeXl+zs7NfX18bGxr+/v76+vsvLy9ra2pOTk6ampuLi4oKCgtzc3MTExIuLi97e3rW1taGhocnJya+vr4+Pj6SkpKWlpdLS0pGRkb29vbKysqmpqdvb26enp6ysrK6urrq6usfHx7u7u5aWlsLCwujo6Li4uJ2dncrKypCQkIiIiNbW1i8vLzs7O93d3U5OTiMjI0VFRebm5oWFhWdnZ5WVlX9/f2tra3l5ea2trW9vb2VlZba2tuTk5EpKSicnJ1dXV4SEhEBAQEhISJKSkkRERKKiosHBwTIyMjExMTg4ODMzMzU1NVRUVD09PZSUlCwsLGZmZiYmJlZWVjo6OkNDQ0ZGRkFBQY6OjioqKiAgIBsbGxoaGl1dXVBQUExMTFNTUzAwMDY2Njw8PDk5OQAAAF7fWpcAAADYdFJOU///////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////ALdbcr0AAAAJcEhZcwAAFxEAABcRAcom8z8AABgESURBVHhe7Z27mbM6EIa3CBI6oQB1oJyqCAn0/E042oj81HS+b2YkYNcXsMEIr15jECDESMPoBoivQqFQKBQKhUKhUCgUCoVCoVAoFAqFQqFQKBQKhUKhULiJ44RZZOIsZMUVzRRl5crMpn6sFXKCmnEhtELAWlFVrohynK+GqsK/7pzorigsS6iV0DeXqsdvqHzRUt601WXokAX66lKpXRXyA1rB1A2XPnDND0NbFJUt1FbXNJL3uXYYOlFfUVimOH9pqCJkhsNQCqxcoQW50H8PzAJhYMgDZXshQ2hFbX/pxZqirkoemCuuq6SUQt29bgY4iqLyhKrxVd/JSqiGWjLDQqa4eqjFlODokQWWHDBLJMNzfVMHB5AXllpg3oTqUtW+rtnDVHLAvIGuLk0zNE2jWWEhT5gJhrpiJ3tfF6vKHhfaDsjNq0LGzCp9RVm5M9VQ0dY5KO2qzBEFcVb0lDmmIBekXlHUlTlUUNvXsRJY9JUtohpXN3oLnyuFfEFJ1fWqq6Kt3HHBV5XcCimayhpYVei6eiyvChkSdePaumXdQldkXsgPasa1vgsh6qpoK0Ni2xeqgprMroqeMkW11dZ156btq0J2QDNUjvM9b1ql8qqQJaKq1ns+D2jlVTGtPBFVBbsVXPLA7Amdb6XYKnlglkAzMmEWOtYrSLGrzHFdehgm2lXRV0aISdm/62t9z6DkgbkTfJ1eYWQ9MLoLuQCNaCMYhZWqijOzq6KuzFCFsBuQStO1SX9gISugH9fWHbQTDamUV1liZmU5INWGRSyvdGfeqMg6nUPi55Gcr/NTszq1XX2wthi10PrxNQPZcCpdQWJV0FjgfiSMGgor6bEdOWE90LT0waoCbtK3xKjSdab2lYmszFY+jFhY/YjgqcorkZ1KAp+rKQWF1TSGdMfy6iQxp5iu63sZQO8kMj+DPAtj7sQJ64Ft9f2tgwZ8LsHzntUErqhdnSTakvG5+vLv8uG6Cl46LH5E8Xx21fZDM/Tzq+5z0MtxvGelcNtYDzxF1CUivqr9gALrJDKvQmOEllW6ZzXlXHYFZYV+6NrPHTlF6kzxRshEW3Sdqd9C5K2rOrSVjMcxxuRTkIxDn4W5Er1z9Vu4r3aoWlxgnzrQF/XQ1pZpJKXAQXcsr06C80MVEBvR1YnkXo5jdZ1LXZ1ysnpg21+a2vfDBRr7QGhAY9+S5IgGXbG8uqLG/EDForkM4PKPI7+eQuaVsLqOeE3VlDiVXSEHbPqu8x7W9VF2JdqRCYVVKpNm6sKKlVezzbniukYHk//qhmZ+a+cToBqsZfUD086Z7Mr1lyGN+PpRDSxmeYyP06cB5csuc7jlRO0r1JB61ZALNTuZfsfovEhs+NwSF7btJ2dqX3GMG42KC582jB5jIzdCbkSLm0/VvjJTwixmGp+BxkZaVha3q5ysfQV4T/gj4Y0Q09PPGIoGz9W+YqHL7E+cOclMSUwaWUTJxu2Y6zTHPHAKndw8uMP57IrPDd/MJo5lYhVMfXPG+bhi6yQ5Wa8wTUx2J7jtVO0rEbOrKrn+MhJZBDN5flxG46osZ/vSJk7IAR8ZzQntqqrYCNFfPkiSa7rbTKETO+LmyR5B1+Hh9yNmI3bcidpXFrGu9tITfTNmBzBeNrFREVE5A0fUTF7sP3XeVVXkTO0rFbP1LR/0hjMvoVUZrRY6aLZXfa8fk8Bm9vIlL3PB4aYHfXR9umMO95yqfSW00JO8QpYPlEXkcaGv5OZTN3yT+Pk3P/kEyC/BsYFvmqrrHqcqr+S6bBGtBQXxWxHBkOOFumnYY8lv6cCu+thnHjo+fEp3/EfEHeKNkDtg57naV6RDYTXpjXkUx/dAEdhCar5FV9qstcILP3aJubZrUSrNHqdVyXGcmt2tiNj2c9UDKTTKK8ztCbpbsTsCtJAG6IrShZrtWgqnAvIRitDD1IZBx0Hldt0Fb1qa3Y8K956pfaWornDlItug2FmILoKEztf61UsUW8wBaUMiJMor1w7/hrquB2kdmtCyM2hN6TFnsiuNkOoqvp60KJJ7QyFEEHl6Ect2aPioQapReFhTaP6h3sEv+elGvdJEVfKI2X3oI9UDH3vPhNbiGh+jy0J0isC/1QOhK1gVbEguK9GVa5tvViDg5EaRWY7CNUf3Ak7YbxEbwqnRkgFmJNGuHG3FtVVlNQkPYwrNhbrqer43IYiqLBb3gU9MVg+UM2WPSMk6u4C2/oLM431QFuhKrEbyKsesT7arXV2YaZtdqXeqKj4P/Rja1VK/eWB2BaGZC2JDzPgPJIqQyiu9aehjpkWlma5oV/Ae/bPUXSI+/cT21fHxXUosryCw9TXZ2sGIBGpX/Ah6F0KrH9rGFO2Ku2hXaHDJDhZWi1Ql3LCrxce/ExVK64Hidq01Io9HZRvrgZehr6umsvwNCkJ5JXUL6oo3QCQS8U1T9XUT7KYPq1uoZ87NnDPIWG4wlle4jGUsbHHmIXBr/YH1cAGpKaV5oHRpyHiArVYwbj+6fpVJPZDhSozz1RPlsvaVgAtTlZUJDvUdNRTfV1Wfnkpq2R/oJQeDM7CkhTe9EbJMfPqK7Ss5ArbJg5GZpk35EcsrJd0ekdnxMOUoR7x7pZKJdLZOJ+eo02sOyK2LmNmV65qhtUJgcQjvZmpXQMaByEpYUYahjlG8iaBQFWPCLZOtt6CX1G8htFXTo7mdaTVehUrlFcAWFtNYiL6OltrOT6MxiWQbl+l6svWxZWXbFzDWLeQ4PzRNpQ3r5WG8l9GuVEJrZWWBJKOIJa4oYlxgqS7u9anbJenxFuJH7Uo3yHqo/v2LjYJMmZZXlJK9NGpZuaDCRJFULp0T1UwcFiH6WsLYvpJ5W/37r5+sZwZl+lFe0bAQbe7JQGKIcEUK22QyyiK2rMiVI35BP5P+QPyDH77/VbaSKfN6IEEuuLju+2auCCWS6j2rlSJP6oEIxg/D8M1XBhFKlnEHv+wKouarrDkiJKZ4z2q5yPQ5qQfCLqvK8zVPVVZ2qEzTemBk8a3VPEC9gnWCtUzbV1BTx3nFvpBsuWJX2gdq7syBmGjB9ry0lkusniflVagHWlSos3tefMbv8gqyQlnWTZo1mgeOHWPrRJ7YVcAVK0Hl+84g5bpWXmFrZjceb0ARUW9FDFaWr3LgWF7phnG5KqxN4BntPy7oinNyza6wf9oNoEfJIXGpzp+ruohbdmNyAqhoPkD+CsZ+C0NdedWqokzC1fIKkzUuZ9gh3K0uJa3Ptu4JT2RntUfX12BHTvotuKqMrjcjJzbJVIhxRddpV791RewhNPhTz5NDkitt4zx6fBN2phe6xGbtqynvi8SInZML/WMeV2ROxw27QiqkB+10rgsGYo6Ibkjrtn9fogissa41KwHHWnn1BmmXwEdX9XVgYgMjJNnUcaO84sHMXZKCCV97UkfbdVJxUo9yDrpld/S9G+MJrubUj9EAbtrVIbR1xQe+KRr+fArc5IxLcM2uFHZfWGTUP4txc/TD0OtOKGg25IctdkbPAoGeNA0eMSmvDocpWlXDYAmMrP1aNfxKeRV9MYPRm0e62urT5Ww5Vj3Cpupl+3PZ0Gvw3GhZqXU/xa964IGE6lJ1wTeN3S2Qu96c6XgxJuVtu6IeY32Y1uP7bz7mhc3DhQOvXvQ5S0y4thluCvhN2HBLq7FjZu2rY4EZNLjyw2CDmaF9q29adXV66Qz8Kq+4B39ZdGM2Eerm8p/oykH9WHp5QI/rMWBfz77btht2ApxSLJtX0lp4RE7lFYeHDrQuE6njUFkeBU3fVzZWFqZ7diW5II2GP99XF3kbqu2l88z1TS1m5Lqq+3J1wzd6U/Q18N1g8AHF6SvniOXVnnIuJbBI6eomjjfXDbX7qr8vfdcxmWUbtt5tn1i9gbpC4lSS63Vir1jaKxquHvyXq76bukNdRiwP/12TAGGzmnpP8nvw8Lzs6svDEIZG34iGbN3QI135RCRyMfZM83fXrhgntrI0brAk0cSoK/1cgvNDDV0hq3UBF4Eehu1xvg/2XuoLWHm1p5BLcaiuNagHXhqLE58C/4INYI3JTC/437Er7tZWlq7YWxudWaq9TqN2ZU+e142nZ27eMREoS3wp+ClEtIzsynVSA0Qi2tdC1K5UV6kif63OPkMq7ubUPBB1FslB5VFybha7qsXmvNnV7jzXCE5QRNqVrh1O6HUkbw64JBtmdqUagvN+HggPMCwoSyOnuqoaRlLqFuJL7YpnEacge3YC0rxQWCUyal+haBpYKLW9NVppV1/IpLCCPBBNIXBPV9gpx1mLE2tWc/ANlq4b5AUo5IGedQspy7CLdjVpvu0D+85eCp4H0652lHENbAb5tu0q5IEiHLKqlAeKrqS/4VE/NbVda2Zh9UAxLNYl7fVdKaSSXUFXCFfTYK+UYO2Ulm2ra7HjcqoHBi+vr8MIVDitsyddSa/EPbsCeqDr9FkZywPZoGK4+myCnMc7p7ryrFvUPcxuB0UhRMuMpb7zygkkFNPV9oI+AZ/OaVK3Ha4juLyMVilvQOvD+tf72efoQ2iwGu0BcaGrmgYKoZt7qRtRvDq9PhW+G6iuv6gqIav2FZIOiZwydsd7Inr/Qm6PuJa77tpVJGitCwfIhc3sc9IRzDD1NVANXkIHycN28PSomWod8IXwRVYtr3aQcjWUQasPhiZz3CGrcD6qswP40zvl08BGJ89iGyxU2TfxsBUSpDzDrad6jczsKs0iv7cssiuW5vEhd51f4fXUWwIvG5rwC+eyGMTyKgssOvNYpY1w0L3Arsi0S8eOnDCuMlzb/8PPy2jAY8vqlfB5bEbtKxFifq3rGv6TxSK7gsf0El08UGcJU1LaOnVviPRP6tleDT+j9hWRWEXEFVe5FPfjeqCly+ThLqzHcMhkVXyqc+ZlI9yX9nil6UnkyLzKq6to0ieWlVeEt0dmKTRPq+nafM/rJJmZA24VeFbtqwdiYCemReWVhGOtrKOguFavuB+vhzAkLE5gVz9YbldSVryaTs8gacvTBrTkt0vejNpXC1nSb2FYN9whMFHliQJ1vwqD+Gi7isp6/5WoZ5zUbrYgq/bVIyQFVtgVM6FXb5w/C86qPbZwvSoBjmcQObWvlrHGrmhYy5rOG8P01FfOY0JvQGbtqwUs7LcgjNiYD70pmvE0qANq/rvJeSUqJ8oDNdKr7EqSTHtO3wPPgz+mbfqWpmTWvlrAmnqgJJuOBSdR3DuWk/C3LClN8nPVA0XidXalhiWptlXS3YdncS8+YnYdtav3xGIblpdXNCvELN4eeUsk7STp9uJWMNzPbl8BRDIN2LQ3eg7Mp/3G2xHrge+IyquojGvaV2pXvMql7HhbJNmy2vBkEok/YFeCDCnxBk1ZorK7RM627SlP1W8hrGpfWZGFg8Y8adsEvEJqWW2IREJ1tbv82yASr7YrHDUm3/4x3a2v5Iz9Fs9kBNYyZVTV0vaBIXO4JXFudhoEJAH/hfKKcZUbtDFL3JM4Jsr2nKnfQmV8zq7cWGTtF1WGjDpnuhO84ZkY1N+oBzKqzsdx5zdMwl84e+J3D6y82lP8jVlRD4xI7FC9eG7EglXMboRsdTYL6lx2JRI/Z1f4xZ7vrZLwClrf3OkEmbevrsT6ifIqVihm3Qni2CpVEQ6DkpeJdMvGMPTr7autorAFktAikEr1lF0p6fGLafw0dJ2WMT1Cpwhf0pMt81NsxKR9lUIXxw7nWsmopBnryyuGoXEaX4SyoHUzZy8BURkIHzF7PbDfIEwGm+yKK7ZNXbmgQo2ivWBXVHR8DJbz+MfsxoVxm+TXAsA/3ghZE8warvRbqN72O+VyoiQJrj7XvjLY/5Pii6U4bT1uXoIdZwJixkn7sfaB51G7upIoPzYchqQDhYkCvVJeYfLx8UoJWDfabCXTY+iOLavd0m5qV1imKQuuxvoFu2JoOnqBhauLccVcj5h70+NkSNHlQazCgk3tq/k5drs21mMWkCR6qbxCGNZatRhrsNJRuAY7zN5eFVd6FmZtWIuZ9FvogmeytaMxUUJoBRuX8Yl+izmaV41x5AeZU5VjEc6ZSIBCcfJ9rS6bbQzDpF1xOTn7z7rGwaB21dfee6SnKOvF8ooBTl/1oaY4viqsYnm8YUQQiVLFUUx4z8qOXx7MSmIeiJaHnd2y893OuBxLhb5BQnLYFx2j5KV6oMCShaEzNCfBez+OhrsADsxLkYAqKBZWO2EZTLQrz2EWlVeTYjsk9l11qWDrwdvIcpYHwrl2SowfX0H8YVLIyNpaPiW1DPmGuguCbRhvhAh6wq0mI9qVZ4IIOvgDNo2ejkRGqqMo3aBj9LxuV9rKkgiGuqm0DOBo3Lr3MYGfijW3JOckV43LHTC7cvU4SKmx40kXI5Jd5NvkzsugtTSKF+sWADUBzT6QA1q814wpHeJIbIbccxZpd4Nhox7IqFNXsk3QrDwPXP393aMU7SuaFeTqXrcrRNsaQ/ZhtpXRbauhR1HVycBD7Fvas7ASJHizq9A3evbxCxE5IMl5+ZbRzy42AiT7yt1TvzRhpn1NDnUEnmOltlqO9dr3qPIwtZh9osTTcGeLbX464SeDveF0VcNPA+D08QpZJfw+iAjBDwMr7D0WsgGpjOLh+Z/NeuaCrrKxdTGbjgT1ABShSKu+V9tskWqsve/10wWmupJSlqMC6+mlpM0FJgVfuOBVW1/0w8fBqqsvom2TqCukOG3kUdwpDyaO86lNUW7j2ztvwUpFZoFydj29CHY8lMzFRgQq1SoXx0LbAAkdutIwvQ2o+wCRgNVAFlOWTup8DzhZay1BPXk+MDl1AEGWqD9rqomYaqtx1UUzVpbXC8KgPCzjLTs+Ahr16xXhzWF6oJXqafEdRwLXzVfQNGROKS5xy2VoO28h+QmK7q62L/oswldxlNc1UChUEigdD8acAnKr7l9I6L8vNRMkDdKbCYxJVw38xUHbb0CfLQpg6UuVDZZ33o8Pe5hYaFs7+75nIInrq0pkeeh7RLyipNUih7jrX4x6CHT1PVRgTafYm3BtLdXjey1gScHAPr2KVSWJAhT3MC1wYXd9z/DZ5/Qw5vSAP+roUg956H8OIoI2YiXVT/7imDYMUTwsA9HUWiBCWinBvlAYvSVy394Z3264IBLaaYhJny/jUfePDK2vWdGkv7s+CX05SKRZ2WP/IzgKJtxTXVpVkjv+GsCKYHD6FgU4UySrpnCMCNNFLuI7cUL1iB86c6Gu7AE9DmSMAoxlxM04aYKTuPKI6FG8LvBvwKd+gYONMWYQjBKvP2odf/W1AD03g4tTljyQq62kixdlghiJ5oEd73ZIq/cRu8faef2snbeLiXkgjBqNfObAS03ErpIMWSiXXGrdgBZihyqjaEq75UPdyAcgbRD9B8EtOdvoZ4nvCP1Kjz6W3m5ssC+6Rb7ILxOhfrMuwHODzK9iP1S6WcEPKbVIH2gPFfOnqlwbgovJ2kU+foQLsrXyhcq246e4xI/4/WwQRyikgbKq9CEK6KrDRuaLVNux1y3Orffh+BkObSfCzvrAjBvuWj9QdKSEb8SF/nKpA+sWep+b/atdSN+Vu9nl8SZw+oDryPvq+1t1BTuDXenHgmhif0RRhI1aXpuoZ2kPH+3Kvv0SvwF4JDg/GoqgsVyadgVdsVYoujJPHw/iyPgyDXjLVrYx45vr6riUkMoPW3Led7AkEcTsyj4WRLv6I5rCTJovaAHHj9JpeTXqSvsKj4PPeLQudJVYEqafdgUBzetng1ii+jv0HpV0K5pEdxNd8eO+suMIqBt+5RjllT01ogqallfx2/1/AFy3/HiWfvUZ63wsLNSmq8HLZS0ej4ImDwGlxo4JNULYVS125Wli9c4f4coFuRz5hKX0Z0rW3/bIcrzox3If63w6BoolGTRyYhWR97uDCKi3vu0Rww+HUZR/q7cZJDX4/THrakOpzq7B48oDCsSTB/nYmgk7CsguS1Y9DpPvrUxiqamiG9SVSxJAjijWTKjRmYuk+2Mx/akcWbONxyVGOrMqaiLITKbjBHwTjKBEUtLA1nTBerpMtuUgVJg02ero1N8fwSI6SQAhOrBM245CxLIZp/ifr/0RNKYxvlj+2nAgt84+bj9WvuNI8c4rAUQaFemvaqZQKBQKhUKhUCgUCoVCoVAoFAqFQqFQKBQKhUKhUCgUCoVCoVAoFAqFQqFQKBQKhULB+Pr6H0rOwTlNiHnWAAAAAElFTkSuQmCC)
The figures given below are
![](data:image/png;base64,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)
The figures given below are
![](data:image/png;base64,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)
If triangles ADE and ABC shown in the figure are similar, what is the value of x?
![](data:image/png;base64,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)
If triangles ADE and ABC shown in the figure are similar, what is the value of x?
![](data:image/png;base64,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)
In similar triangles, the angles are
In similar triangles, the angles are
When the ratio of corresponding sides is proportional, and angle are equal in two figures, then the figures are
When the ratio of corresponding sides is proportional, and angle are equal in two figures, then the figures are
If the scale factor is
, the dilation is
Scale factor : Scale Factor is defined as the ratio of the size of the new image to the size of the old image
• If the scale factor is greater than 1, the image is an enlargement. It expands.
• If the scale factor is between 0 and 1, the image is a reduction. It contracts.
• If the scale factor is 1, the figure and the image are the exact same size (congruent).
If the scale factor is
, the dilation is
Scale factor : Scale Factor is defined as the ratio of the size of the new image to the size of the old image
• If the scale factor is greater than 1, the image is an enlargement. It expands.
• If the scale factor is between 0 and 1, the image is a reduction. It contracts.
• If the scale factor is 1, the figure and the image are the exact same size (congruent).