Question
Pick the odd one
- Reflection
- Rotation
- Translation
- Dilation
Hint:
the rigid transformations are translations, reflections, and rotations. A transformation is an operation that moves, flips, or changes a figure to create a new figure
below figure depicts the rigid transformation
![](data:image/png;base64,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)
The correct answer is: Dilation
the rigid transformations are translations, reflections, and rotations. A transformation is an operation that moves, flips, or changes a figure to create a new figure. A dilation makes a figure larger or smaller but has the same shape as the original.
so the answer is Dilation
Related Questions to study
What will be the new position of the given point (1, –9) after rotating it 90° counterclockwise about the origin and then translating 4 units right?
A point can be reflected about any of the two axes or about any line or rotated about the origin.
What will be the new position of the given point (1, –9) after rotating it 90° counterclockwise about the origin and then translating 4 units right?
A point can be reflected about any of the two axes or about any line or rotated about the origin.
The trapezoid is translated 5 units right and reflected across x-axis. Which ordered pair describes image point of A.
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PpaaGbrQieJi9Az0qLKYcGvSDl05UVT/AMzSvk3I2GgOENlzBRkevtvvQ0wTheTv2iaN6FfCPyzG5kwmuiXxThH9y5XUtzUgg1zzRlj6vjhRoqKxmFSFaENKLyNBVvIPM0z17gk7e0vEKE792FiJ3r00gdwGH12hNHQcuUZjQ5oaQGWPZpRsybkpaDr2zhCYxf9mkOo7Vnbm6VPhG/xLsoNvKrfZrmCtXGezkWV8qJleShX/AuB5cB8yefJdkvf40XfR2TR8+xfL4nOtRHxOWL4gwo8aTz62vPRoIST2vEt7vpdnGxtQlTYmdAcQv6+C1vrLrfz/izU/8KOeJpzuZb1ny7++Hta9CW292s/xvzNMoIo/mDFdnbBA8xfh8PTYoHJZiMdwxti/q4nz+/QB9fHx9y/sZHA7ClyNHcp70soxQvcvhhDcnvMqHV6MGNKNv1wTkerCAv8JqAr7zVSuo8OtQY9rVChmh9mhC1AXbvog9JfGsCl/N9z81t1+VM9zO1yNSnFTKr5lnpk/q0MX7F0x4YLCUXRqs73o7Oo5Xip6/z7ZDxnT+dyWi5TxviZx078bkPZH2cAyU8yXxnnkbfhadVRiOeMcqfvs+fcKCE75WCp4VzLUdPJ+7YueLFRVwMRo0Wuhn9wBN2yb/Y3W3ESiZPoCubKgj89fP8KdnGnnPi5vm0pyUjbMCve5pWfPaRk34vqMVSavM0nF/zNM2OrIe7v1E04dnTIj55WirrOU9LF3HWXWhATmy0Vz2t5bLvhadZiBXmq7lQUoL4nE778/liCUtPEFD3NAl0T9OUBV5pk+eoPiIElIzMeDe4IKs+zUVspNanyYlKGl1ZgSSeveL7fIc+GtENhSNm+LWnkaEIP6i4iUw89WluZMuveY1VIztro6cE5p9VUgCheCCgPi0pyZViT3OMsDYEWGiMH/VplpbxzohQNkLEZ0+jvCNPk9yMX1kRANp0rUjSFVM8WCElkyew8r0PgZ/pEGDEmMi74mkJH4pXzTPhyduXUyAjrsvL99MSwfax1WrTjy86HWwGfrpebpieYZ3pc/DA64zd6Xg+xypD32rl/Ex+8LQ1q9jKBfkPf3yBNW/ItBVB9xj+PEPSPGUPki7MYsGW1p7lWk/zTTIEVGu9wKN5Rvz1k9eeQ3zS4c9j+cAXW7MIP1Fn9AZxn1Z0wlXzNH73gSEgjXSpaXd+ZUUwxK+MnmN8as6FPi+uCOaUjBYlFR0vlAzDah9ywsoJ3dNj/HR7Z/QcjeagNAWq8DwQvDJPQw47OrHRbPTU4FJJQzWFRYoY7eSrAMMbJnlCxz+zIlA5tacxXoxmxeaBgPGijyWtzdMi80Myo9mBklrOUcVBaemESh2xCgCStp0jWfEmUStlu5Imb576LhzztIaZGwGkIKm4Y8YXovOaaeBpGv+upy2p2MuRrhRXSnjJgA9WAXf5HwNCq3il99aeVXNb7QO9Yox/s0+DRK384gm7BkfNU3IkT/s6333llK4sVZz7NDbayq/wBG95oE4vjC9K00d5kW+sdheNRvrLqbWrxechMaj1aThxT8rNIXmCKSlZJtjMao7Q0BMQLwoLGLHWPC3QPU2C657jGSr50ZyLPrC/ZUto1dNM0oh6GU7F6MkK8LAevKycQpvH+BVPI3z6kSzV4rH8jCnwdZ9WRI8JRmu7hqb2GikcugtInyL5riGP16dLwh9u8DPfwoQw4/tWKPxd9R22Erqez7azSMKHGzJrAv4EbyRlKVh5UsflCzX59qe7mPQP8fYITDL0XUOSoPI1O2S+uyJQqHia191eBWWlRqFt/5gd7ZHc5Xz+OJgB9QN8zxv709QIRtP1fjbjCM62Wvmf4u3PjKa5xWjCWcj0sSS/KJoURtb9bI4WfZzDEfpI3icM5BRmbXnTc88QuN4c5N/x7GFrjVKq8LEVqh49x3jkCHW2Nc/HeO6M5lQmDGjcpw07XpCORNMHFujoYFdHK6Pg37ufVupDBmFDcd48EJh8OfunsU9Qtee2MgLi2xBQGS1XyjCbVwQbjJD1CR1Ko5HMf+C3UTOjIUHSZka4fp+/JSb9SNYV04ixp82N1mcrM3zILCrOeJ6iAE95KX7kae8RG23+OwIkSJoqafwOY/at/Uc2rshcSZWJkxpBV05tGaWUPY0NEnzd3BJeSxLa4plrfdoTVHua1Fb55AlfWDlJND7tFytyVqO1eMVbWnjOz/VpCb/BaNnTnHuLCqM1JU8f398fzQi76+VbHqE75abhDCg3Z2eKPk3KHuObEUy7ygiVDsK3epFn/pCnVc8InMV8rP+rv93lhsA34FhH4RBP0/uhCMPIyghvu4ksCZ5jbDbayl6OqBR7TtGEt+Hpovxcn9aIb3fbbeSTmOn8ofzuqIH77fZ5+/yUMwiM/t1bpITuejZe0fqHFYHJAW15q9VU3b4u8YQp8Jjcer2fIvWTOMRo/GDFH0G0BxMf5/MX1uW6n0lWTmo0tUQzi1vEIpy3757mf9/f8UBkf7tFYPzgxnZ+OdUPeujBij/oERL8SL7/hn3ts4WqgUDZ6ROt8Xg/f2jcTqx22wNu7RDzNOPxJ83TCpX3dVsceL2V1ELcx6cVwbhPW/RRjSo8N88Cj9o69xYVRrOB4ABHO+4/zzdX7XS4UJ/QRk8h7kNyx06YmEetjJ7OQLPKCEV/tXH0DH220jLHmtHgaE5wNUPJJr2GH64IEGVKWhpXqolHSp6nBfusEdJFYUzCh5ExzbTvlc+YEsKMZgeVpAWJo+0Ph8v9fJeg4HkexUZzxTRCKq4MToRnIyRPS55jRtBTMgJjyLDaPK0I6S6UEVrgHSOeFqhXidae4gqNl0JP33c1lnxbT9bnRQIbKakRC09wmC5zjHdPswAZIRlEjOxZR56jSaue5kldH9jrxT4tCjEqmqcofLXnB9PxiBHc4tkI3KeJ0VpIlXTYcoav4expyWhzvJFeFJeZ8c4gyTzZ8rOnOV4Tep8mX6NPSQlIb7WiWnGToUJ1NHTKb7UihalSfcaOlN48wec+TTGa1/HGO14DbEDFa2zXR07Z8+d4I19GBW4LLdF9IMAZJTUAGy01n1ByPBCABnglugvhnoYwjtw8DSNnrbhnmXmOx4p8nDxEfWblmf/AXQ66PHylmrcIEd+9SIgVTgYfYwaeZsTyyd5JfqVP0oHxbLTeK4jw0WdMnmqHiJkmmzHbikB5zKiV0Q//OMJ/7IDPafWtVhbirVa6daqB4q1W+ccRTb5E+9YpCc63WmmykuEdEysCw/vR5MvPtXVFIPV+i2T0bMRrT1q7VW+1soW5UVoPhsRq61Rae2Z8LDg3rCUr+fXaM9rVE7TIM26eD/o0parjzXhnQNRk8m/YCzwNpCvyWR9nQGXz9AW75MJHMwevwTGl1OpXeFzZcaVSn8aVyn1Ul84P8Os+jSrIFa/lO7MNvxwIZsEhAWNHZ9GnaQqISlrzNM0NqkZPMXJLKTzBflnsSfmikEw2wkx+I8V7lhm+C2p4QfITdglHaIW0yozUFYFH8O8IBkpKzlYp5oVcYRXleE1kzyFMeFrghUymiWXPrC5K390tuZKnKd5QLD/fT1ObSVYLEpPIYyOx7xrCuWkJtnmapKliwuBDRgNGeT2pkpbUDSVBnnepZ1rQ52keH5UKT8OXGEEsLDFuNE3sFwUhNrJ5vgUE30KKd4x5Gj4mNkijKtIU7QkMo/M0lyCe5pnZCHylrFKasLiyFpuV5JLsmmjAPc0SGl6OJd6CbjSlhXxh8Bl5psS7/lpNWnv6PNAEPaLd6fIVWf/Q/jSyAhsk92nOgP7xN8BskP+kPu3WkNBu/3WgXnmFdtPh637+OLXtJJNMA31ziL1rSGOn/t4e4WXHjqVMsUvnpBh8a0Aw/if/7s1YJPmGFv0LmfrK1i6U86p8D9n+GoOpDsaLfI2Xv76LCUm2y8gOea+RR4t8fFlgv3cA/q6f59tFXOaB5SZ9oKQ/KHe66UnO/rGIs3073VrodreEjpOTEWFaQM7yc/ZOhBAdJF15woBHSCJEB/2WPynWUSazHaqPpNxYZ/AeK4fKNwyXhQDoU+56gbSLGprvtP8G8v79IT8zN/r81i+J+TZWKLgerXkG8UoJk0D+DWL2fi8SKt6/hZgv5GeeAl5boY8vcaDbh80evFsf2w092uf9I1q8z9M0G3pSySI83yvTEVAOCIZXKy8nWUYpANQGDikb+HbZ5LmnAcCTTBk9BaM4dNQtQQaanhejocRrGPL1WwhLJ42Wk8m0LI5XUrwfLJ8mt/IruK+D662Vs6LHNB0uPBAET3s5eHLro49S1VHzyLUBn1cEBX40Ggq9tSKg0fOy71f09HE7/DncZMPFyGwat4sZjU45PEAlmZKIxJFHz45OvFfK4hlvehlGxIPDYf+z2GmAF0q3hpLRHC/JroMGmtEkhvEiv6FkniY8Pt0t5ft4v8lbNSKCKTugZI0VgU6MPBlsB7qSGg4Fdj6ZNJp7QlOtVwqBuCbyMpMmCM1c5RuODBh4JDX5ghK8S9V5WuNDvuE1Hicy8mxFIOS5v+x30cMGKhk7UMg8zSK8VAmkJkAVISPgyhIveA+ykfUNvy0+8H1FIJQ8zeVLLvMcC7NBlvoI2vEGd7wFmtFAacEuuTSn0OX8rd9CASmoNU+hxdrTeC0UrIRMYQs0Q0m8e4JeqK4k+FZBgWlF7FIuVwQWsLWkRQteOc3QL0p4pgRpcOme3/HON7ycvE/rmZSmy+Vw/L5/UFeyTmw0upxLTzPUqqc5kSfM8M6o0dY9Tajq2DPeGShY4Um35a0hoenj4/rn+nWRsgfJSyqMlgodK4llS5TwZKXy6MkyGU8VKIyQ9NlgZF5GEWlBOjC0zzqp0fwWM/3XhHS7e3x7GWsY50Ab8IwRT3MWGL7dTTzh8y+Lk/ynbo+/9DuCJcFobavV9dKfTMgazdn84CP+Pcf8wYozIP73H/nBijNg078LIUzCj+VDN+dAnDe/1cpZk+9PVuTBitebKJlxk02rPm3s3rl5Ep+aA2Mob0zB8l0Obm7026iyeVY6bOrTorZBEiXjyiCpoPEvVtroI1QZrRoIqj6w6tMq+aTOJvnJUJXRhn1aN5ieqdhOiOsHqNhzS8rkSnV0wtRGDjyJr0dPvnBU8cJzsj6MJwwZuT8jwLkfj2gJKX6xkpRMlXIGOZMXFTzjK0/LRnAm45M++aI4sw0/9LQNdpuRtnLPRiUVFZ9d2eDrSg0xeXc348PTshGKC1HIT/zS0yJPoiIaFCnKUdfIi7fCCOxdydMKJVPe0tMYX8mk+AJfehrlLfo0WKA2WCMCVaMnKVl4QjkQJPy4z+l9mqQW8rcYQeW3HMnzx/r0Ps1NYMfT1IwmJ9Ks6Ej9ylqOSknDIw1HUljFa54tnmZG8yKG+sBejhfUwsieteEVU4yeSgC0LIk0o7Eg5d4YPZeephHPeJpQLivw7F3McxMm+clohf6+9owylGbBFXIkPE1XBDJnptdIpa1NwaetTVgReEL7oYQGdQVh3PXUtk4J0dYpWhFglj7YaiW4rg7kLLZaKRf42JplAcG33CbfPqMVgdAWuwVGmmejcquVM6C07huv7+qtULRMLNeejC/Wku/gadij4xHNIcWuobp5OgN6diAg8alPq+RTS03yU1nBbxk4Wp82twJoEJWopct3MXoWo0/qQ5JBuFKbjPZGn1bIr/o00qc/I8i0jBlTw6nRPECaFYWqwo7Oo6dk9SBVig3rnqDh7aOnExuNjdDKglSeZma8yDQ1VkfPikS2s07d03CmkpaepqhmBD2lpjTHAyEgMmC6JuJpKgTEmO5p+FK8y9ng+cnTFO9JbGRqV8K0TzA1UXJbe8qJnhGMPE1SmkHkzBivlKZkzzEwyDzBgt3TJMhyknw2AvEqHxg5sicrr6fAy0NtZ/Cp+7RthIySd9E8NdCurASKK5v6NGoCQ6PJ2Y0gxZ1u8txzhCce6vQCak/TL8WxYYuLGCsCpkHUnDJkw+jZrqyc3Qh6Gq4IEOWVAidbFJQX4j7nmPq0pUFEcPv/nnpmg7ARVB/HlZ4J+QbhPs3ztYQUmlGL7anF6MkKcN+VeFZsA54wm3Z3s8xk2Mfyk9H4wvkzgrFxNhOMNuEa6f6t/hqp/hYp3colb7XyaHuLlIZkT5rwBmsvUJITvXWq/W87TUj/C4/3pzkrvOE1b1dHedNHyOXb0ffL4fAXOknQ9JcDgaaPhKoVwWNidzOjaUn06igUqt+qQ3srlPxppbR8+weCFu9G9uO4N6wcbjQ9+aY7ITRP/1eO+DP5lgS8ReLPjGAol69/C32c17daSRBkVdGAGM0iEdR2RX6mJmgxFJ/JE3o6jOYcfDpy/VTzLLaP5hVBIZ/GmU36lPjUPBvnn04pUJGDij6NR6vRaCg0HAhAuY8iDImvdw05A+J+qdbHGdSEDcV5eeD4seeeXUyxPy0bwRlRkitSVYoUrjxtAz4bgXUbX5QK755Ghks2HBtUYvHxRP2iya2WZGml56QmHPyznsZrzw34ytNGk1ulCs/ztMRFYAPx06j1nZACg5LKCyUll3hLe+RpgtruaSZTy/KiVR/nk5GF93jXTUK5T5vRIGpODbK+IhCqPC15RSgWeITyXYvO+9MoCze8hAxv8QtDOdWe5hxo7mmOsj6tZzGWggUxQnPM155GfDWTJ7gySPI+zUBFpcywfoz7tL42VGJPJntnIxivqdkzJcoyuddpgI1Mc4URUYkzQkokFqNnqsjcCE5V88ye6QyIxeva0ynjWb4zIMq7oo8zIMaTbjR6ynfkBReBh6RGa/eC4x7x9doi8y3lis+3l8d56Xb0yi+Lndnlt1Rtup3O+KSPMyDt09g8G0yVIBqA0TCv1gcQ8iSjPYzIDzI6nx58xIOVK/gRPv+Gnd46daC3Wl0fPlhBYPZgpRPL5+1Vl7TVivK6p2VbbbAcKFBvPCMYvEhTKeUlnseELQv21KeVzdMZELXU1FQJz51RYxYRQ7JEh/xbfdobzwjyRen4wRTFiPDUpylFIEXPaZ6HjUajZzE5nCkZwjbguSJbPK02QuBn80bnQIU+mNzqlwZeJxsIhEmaDTxHSyoqmCpVeBpXql4RNE9zdTw0mnIobfY0gyVP86jOrRMwHbZsnhpcXCkDtTulElo+I3BBa57moeRpGe+MyF8zghFPblN3kfBNPvTu87SAOi0iOiElEpWbGa3xTTEJV56TFG4VQVTDaN6Z0Sy2eZqlLT3N4geG0oSE13iNLpsn42crguCeomY0kUVaDvoE9a/yyoby7DnDZQ5iwtMQMIMYji8KpmDypYFVzzdaeKZDXB8N2TwtEeJdRJdUUkMsm6cSNYHZlY1C1kdPS+O8fE1G//FfiOSzkUvPyUbrfMNrBOF7nxZIp0VEJiQTojJasDMlnUFOvnNLWbMBCU8yr5/cp43xSYfEv46PPi0Z4QElpAQght9qpQzY4dYmkM7YNaQrgkaLFYSHZKtVJ5rhx1utQGmGf4myHI8TVgfDFUfOm3+sIRjLTyuU2VutGt8jNpJ4GtZ5tjCjxSGv78q1ZOyd4rXndbyWLNeeCc/rRJJZy+861G9Ubvhp7a1WmwznoKebZwhnDDdPbjLpFyiByfO0MT4vi4omWTXPQp8YCEI2lVIRIAlVGG0weiplJUNS6tMKI7P4cp4WfL0LiDB5IHAOVOFny6hGw8gVenLPLa0N6QeqNX5cqexpM7znyEYo5TszwrugbDTn3qLK00iBSkn2utIziWfxzdOkbB7dlnjTjvVJ+LEnl/i6T3uGqj6NjFB4Qtk8Ox7Jr3iaU+lpelEclj0t9GH9+SIWzfNJYqM9vssx60MeK/nI04QKfDealFJ5juujp2Rk4V297GnOvUfP9mnOgMiAgz7H0h55mqSWMoFvoVIfks+GHVx0AVYDwZOUmmcI5KvGfRfzjHkSnzytxFP9Ck97Vp8f7NNkP5LsqdnH3qaDrBP8z3bdKEJfvSWRtgNHWf1TPBhJELxF69YpA+DP3zQm/FG2WhmLwL7DfdeQHbpryEAhX/CxdarpoCfZNeTsAq+xOF7yNGThAyddRqkCvrdJA/rPAY2sUAXE1ilVoGPaNidNA155DTGeMPYPBI06XiIyXlk5iRGMw3mGd86N3HjBGzX9hUX8wAr92EqpeYZPJ/emPoS3Tj291SrUyjshH+NT82T8luaZBoKf79OipKRk6nidAaUpB8cnPGFIfBo92QgRXa8IGJ/0cQZU4F/q02Y5EKyMNq4IGyFPbknJhCcjUKVOfD+tmqIkI7BxCn224F/0NDFUOyRYNM+i0LR0+iFPqy5KamLEZ7wzih+WlS6cLaOAGx5bqRsN53VPU5jxlmOw9iSMEfMmXiE6T2u5V/EACa64KDy5XfU0R41/R/A0udH0Q7UaehpStjRPx6vIkecgJvdpwZrRLEs9WRXexRae3A0uZHXRwIMFe8jKNI9Xo3kkSmrJS0+zFFZy0Dw1YtVzjNTTlJAj47vMLX0UX7jcPAv8y6MnsvUjmieIalX0IUnJ+VutWoi9NFfKOTVaCC3wG/dyBCgZmXiSj9rKuTg2k3ma0XNvtdq0tanAi6c5O8MTX8p/Vh/CrHvaOG0ZC6P5W61OV3mwYs8gllut7BlFbIXCmbZaGd5T+oMVfBUPVtJbrfgtVYFf/ibdqXqr1XH4FizkpbdsDd9qtYWy4armyU0mNQdnQNUjvArPzfOT76eNy/qxl87l5jn2JlCZ4IR0O7IYKqnoSLkP2fGUI+G5UpSXxZejJ+XlirP8p/u0wHvzxGd5aLp9PaLKaFRopWS6yo8rNRsIyNMYX42eY30Gt8eNWJ/kaS+Mnsgxy1S81aowAiuZh3hWOBnBGRBhnve0Sj4ZZJOnxbVa0qo9W6J+k6cVt7u54qk5FM0z4WneQBXpOyElNV+gjs9GIEzCiw6WJV9Ew2gEX+iX52lCPat7moa1VpaS3NsLlRRublXz7FcW0Lp5Rk2S51AFVz1HxGKuVMjnqsw8DZHVsZm4Txv8zEfSsufYt8QPPE0jDGNprVJypopf7XcEjmH5grfoZCiV70kjfUDuaZY5eaZhNPElT4sszjWjycm01GBTUoivVL6ywlt46GkgMiCvJcPTkGR4MDiyEeRsATZgkm/66CkZmfGh28t9GpJaqnw/+TSK49lQJT40oeZT3rnlvNzckvxKh8poJPOtPq0TbO87rXjKnlcEwceKAF/pPbcx209boQIvGGdmK4KYsecfa+T31ob88YqAVhCCoW1gpI+tCGC34bGBDKXN09ectD8p/ZQG68G2Kq3eYDzHNyrwMk8LmeO155Z/Rs/ryhLPMqkHH9Ew0SMprZqnFe6dm0PIKfqQhCdMGj23NLe3mmdgXp5yaK5+4tGTa8WKJaNFockgj/E8Jci/WHmMz0Z4He8/vhhT1OwRbTCaF6owMpSPnkZ6NT1YVMrvj+kpz9PGBq+NQDpko1FZc7zdaW2epvzs8wSZ0eygkppiIo0rYkqaBknJVhFEJU8jnq9Jexo1k29GtsPxwnX5GrCLYiC/iBLvRu54jROe9X+xT/P4lkxiZCLVAOlKUaVoQju6shqheBfUjCwnxSjrnmY849PaFn28MfhIXocPLqIR6xx8+x2BsvA05+cUYraQDwRNMye7siZJlQQroeYJQm40PSne4xeeY8RGltHT2RKfjdA8GcQXsZCf8goeKZL43tqzU9GncX+SK+UMiDHcL6U+aoyv+zTGU/2SPo/lJ6MRBrV17i0So+0mo8O1cdPx6gzoepx6fOIJc4ys0/VA/NEZEOZOzsmW+AAxJuFD/u5AvNygb3RK8p0Bcd7A/+h/vvBNNZjWN8IMvNNx78wVvG/9AcnPq52NrBKDGXinjNcv+TvcbwdMRo0SXnhJkBm+fSuRah2PpGuTLzztdBrjAXr9rVZM4mnOPrup7433p6Wf+TCmeKFT1dwq+ZU+P/uEXYn7NFam7NNCAe6oiz7QpwRKW+Zp5XPPDX1mha9Hz+fo2R/+R03YaLWRGe8M2A2jJxt55aI8xpM+7CJvUBMjJ7kJ6YFFoYiXJFVYGHzYUIK3KW8o2fFG/X4a4t3TwIkcwhje5AjeEMY3Mrxhuj44L6YcEsQnGe0H+zQtzWulfHFl02Ry9IxAYrqSCKRfuEilLLjl/7BDncjr8jWC8U0HOdNFWV70P/aL2x/ytPHkVjp5RGlS7zcQwrBtDE5rA4Ei8CUdO3jNRJjUp6l8A+GiWJwQXZOFfKMdD0a7k68ghAxvYZL5U30a/XdsIiq/lW1E/CifUpU3KN253SI/iSkTggr8j42el/0TdPDvN+njfv9wNtMPyS+J/4fuG4QWMaBh5JtEMvVdQ3+XfJb8I47m33+ZUp/2S9voxG8f/aVt9B/zNLRHPv4lUqP9W8Vz/WfH/zT99mlPklzQtBPyl9bI/R8TZ2ue/+vtwWmhpkS0z98hLOsPVxjteDrQ0ui/Sv+s3Uj6bn/7vN++b3sP/y16yzmQsR8z4qSfPUI66OsM+upr6r/1cQJbHQXNUh7B/xk63c7nz/8fw+c/bDoWv7+fL87+Tfph//hrBhMOn+9vGwU86F//+Gcr/fnzfzVba3jGpCOzAAAAAElFTkSuQmCC)
A point can be reflected about any of the two axes or about any line.
The trapezoid is translated 5 units right and reflected across x-axis. Which ordered pair describes image point of A.
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)
A point can be reflected about any of the two axes or about any line.
If the figure is translated 4 units down and then reflected across the y axis, then the coordinates of the point T’ is
![](data:image/png;base64,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)
A point can be reflected about any of the two axes or about any line.
If the figure is translated 4 units down and then reflected across the y axis, then the coordinates of the point T’ is
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)
A point can be reflected about any of the two axes or about any line.
When you reflect an image, you
A point can be reflected about any of the two axes or about any line.
When you reflect an image, you
A point can be reflected about any of the two axes or about any line.
The coordinate point and its image (7, 7) → (-7, -7) undergoes the transformation
A point can be reflected about any of the two axes or about any line or about the origin.
The coordinate point and its image (7, 7) → (-7, -7) undergoes the transformation
A point can be reflected about any of the two axes or about any line or about the origin.
The new figure formed by a transformation is
A rotation is a transformation in a plane that turns every point of a preimage through a specified angle and direction about a fixed point.
The new figure formed by a transformation is
A rotation is a transformation in a plane that turns every point of a preimage through a specified angle and direction about a fixed point.
A ____ creates a mirror image of the original figure.
A point can be reflected about any of the two axes or about any line.
A ____ creates a mirror image of the original figure.
A point can be reflected about any of the two axes or about any line.
A point A(-4, 1), reflect A over the x- axis and then translate the resulting point 3 units left. Write the coordinate of the new point, A′.
A point can be reflected about any of the two axes or about any line.
A point A(-4, 1), reflect A over the x- axis and then translate the resulting point 3 units left. Write the coordinate of the new point, A′.
A point can be reflected about any of the two axes or about any line.
Find A’’’ If the point A(-3, 1) is reflected over the x-axis, rotated 90 ° and then translated right 3 upwards 4.
A point can be reflected about any of the two axes or about any line.
Find A’’’ If the point A(-3, 1) is reflected over the x-axis, rotated 90 ° and then translated right 3 upwards 4.
A point can be reflected about any of the two axes or about any line.
A point A (7, 2) is flipped over the y-axis and is then rotated 180 degreed. What is A’?
A rotation is a transformation in a plane that turns every point of a preimage through a specified angle and direction about a fixed point.
A point A (7, 2) is flipped over the y-axis and is then rotated 180 degreed. What is A’?
A rotation is a transformation in a plane that turns every point of a preimage through a specified angle and direction about a fixed point.