Turito Academy

Test Prep

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Directions: Read the sentences and find the type of adjective of the underlined words:
1. A dog is very faithful to its master.

2. Which color do you prefer?

3. Hitler was a cruel leader.

4. These papers need to be thrown into the dustbin.

5. There are no sandwiches left in the refrigerator.

6. There are no books in the shelf.

7. We had some soup.

8. This painting looks terrible.

9. You won’t get a second chance at this.

10. Martha is a good girl.

Solution for the question - directions:read the sentences and find the type of adjective of theunderlined words: 1.a dog is very faithful to its master.{#1}2.wh

Directions:read the sentences and find the type of adjective -Turito

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Directions: Read the sentences and find the type of adjective of the underlined words:
1. This decision can do us no harm.

2. He took up my advices.

3. Daniel Day-Lewis won his second Oscar for There Will be Blood.

4. Which seat do you prefer?

5. Tokyo is a big city.

6. There aren’t many people present here today.

7. Alex is a clever boy.

8. Every single word of his story is a lie.

9. It’s her birthday today.

10. Whose side are you in?

Solution for the question - directions:read the sentences and find the type of adjective of theunderlined words: 1.this decision can do us no harm.{#1} 2.he too

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Directions: Read the sentences and find the type of adjective of the underlined words:
1. Merlin is a lazy girl.

2. Liza gave me five mangoes.

3. It is a lovely day!

4. Every dog has his day.

5. Several guests complained about your behaviour.

6. Joseph is a man of few words.

7. What time is it?

8. I cannot let you do it this time.

9. There isn’t much work left.

10. You didn’t turn up for the meeting last week.

Solution for the question - directions:read the sentences and find the type of adjective of theunderlined words: 1.merlin is a lazy girl.{#1} 2.liza gave me fiv

Directions: Complete the sentences with adjectives in word bank below
1. A __________ balloon.

2. A ________ sumo wrestler.

3. A ________ boy.

4. A ________ man.

A ________ hat.

6. A ________ mountain.

7. A ________ ship.

8. A ________ bridge.

9. A ________ ceiling.

10. ________ animals.

Solution for the question - directions:complete the sentences with adjectives in word bank below 1. a__________ balloon.{#1} 2. a ________ sumo wrestler.{#2} 3.

Directions:complete the sentences with adjectives in word ban-Turito

Directions:  Fill in the blanks with suitable adjectives (Describing words)
1. I felt ___________ in the sinter time

2. My friend made a ___________ face

3. I wore t-shirt because of the ___________ day

4. The grass in my yard is ___________ than yours

5. The cupcakes you baked were ___________

6. That rock looks very ___________

7. The ___________ sky looks beautiful today

8. My pillow on my bed is very ___________

Solution for the question - directions: fill in the blanks with suitable adjectives (describingwords) 1. i felt ___________ in the sinter time{#1} 2. my friend

Directions: fill in the blanks with suitable adjectives (desc-Turito

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Directions:  Fill in the blanks with suitable adjectives (Describing words)
1. The honey is __________

2. Mark has __________ brother

3. The __________ Women walked slowly

4. She eats __________ cookies

5. Ria dances really __________

6. David is an __________ man

7. Cheetahs are __________ animal

8. He is a __________ boy

9. Mr. Lal is an __________ policeman

10. This is a __________ box

Solution for the question - directions: fill in the blanks with suitable adjectives (describingwords) 1. the honey is __________{#1} 2. mark has __________broth

Directions: Write the adjectives (Describing words) in the blanks given for the following sentences
1. I gave him a bunch of red flowers. ____________

2. An octopus has eight legs____________

3. Ria stood first in the competition____________

4. My pet is playful____________

5. The cake was delicious____________

6. Mr. Mark has a long beard____________

7. Copper is useful material ____________

8. We walked up to an old palace____________

9. Have you seen my new bag____________

10. I bought a new dress____________

Solution for the question - directions: write the adjectives (describing words) in the blanks given forthe following sentences 1. i gave him a bunch of red flow

Directions: write the adjectives (describing words) in the blan-Turito

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<table style="width: 100%;" border="0" cellspacing="5" cellpadding="5">
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<td style="width: 50%;">
 
Directions: Complete the sentences to describe the objects using colour. 
 
1. The Avocado is __________.

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<td style="width: 50%;"><img src="data:image/png;base64,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" 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<td style="width: 50%;">2. The duck is __________.

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<td style="width: 50%;"><img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADIAAAAmCAYAAACGeMg8AAAC5UlEQVRYCc2ZPWhVMRSA7+jo6NhNJ3ERHBwEF3HSrZtdFBFEhw6KoKBD6yAFB7soIogOHQoiSBcVHOpSBUG6FEQEC3ZQB1FcIl/gXNJjkpu8m9x3A4+b+15+zndOzslJXmOmUH7/+WuePntr5ubvm2Ozi+3nxJk7ZunBmvn0ZSdbqia7R48O33/+MjeWVs3egxdMMzMX/Zy/9ihrpsFANre+mpmj81HhNRwwwKeUQUDef/ycZAUNwvu+w5fMq/XNTpZBQI6cvpVlCQ20Z/9Zs/5uKwpTHWTh3vNeEAKFZba//QjCVAXBL9CmCNP3efnmk+mAMPGkwhOWdV+UErJKVYvkRikRXEIvQs9eXN4FtPz4pdcq1UAImyJY7vPhyptWWGDc/myavlINBP9wBcipE+VkCa2ubewa59DJ6z4OUw2EvSNHeN0Wf2CJ6SyA5eor1UDIp7RwJd4HB0FrB45frQIjCpGEk0SzmkUA0RFHBCj9JDhUBdGOWhqA8a7cXrEu04LI5oUWJzkP+ByQ7wiXNQBIWV68/tBOa0FwTDeVoA5pagrdjuap9I1eWgk4O/mbhGeZ0oKEJoMaoEkshHLQWOpBSgvsvqNY/CCmWAtivb7jxMYSIT0IpdOcGRiH4yublitInzoQ7hISC+inBTl17m6xifsI7fYFgPAdUpwXZNLkzp24dD208WkAebcWKS1EqfHwr9TS9MlSSwkcG4ftIKU0RKTYQGP4LXQGcQEbne+PQXAtA9sA4TxWrI/QUHce27t72PIBWZBaaURJZcjx1wfBdxak1JVNScH1WKEjroBZENbf2JcXm2OsWBAapKQpWktDvyeBYJUx7vCuspJAaEReQ47jdh5LnaUfK+3Skkb8ATMW4V05SGxj5T8QGhOzx2aZrlTeCwIM54vatyCuxmP12OW1WCkIIg3Ic6YBxOGMy7muHV3k7ASRhlyBEqLRjtwnxbSY8xuOzJj4AZtz6mFKZOP5D1x8BrUgXzwXAAAAAElFTkSuQmCC" alt="" /></td>
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<td style="width: 50%;">3. The strawberries are __________.

</td>
<td style="width: 50%;"><img src="data:image/png;base64,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" alt="" /></td>
</tr>
<tr>
<td style="width: 50%;">4. The pig is __________.

</td>
<td style="width: 50%;"><img src="data:image/png;base64,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" alt="" /></td>
</tr>
<tr>
<td style="width: 50%;">5. The bag is __________.

</td>
<td style="width: 50%;"><img src="data:image/png;base64,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" alt="" /></td>
</tr>
<tr>
<td style="width: 50%;">6. The hat is __________.

</td>
<td style="width: 50%;"><img src="data:image/png;base64,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" alt="" /></td>
</tr>
<tr>
<td style="width: 50%;">7. The cat is __________.

</td>
<td style="width: 50%;"><img src="data:image/png;base64,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" alt="" /></td>
</tr>
<tr>
<td style="width: 50%;">8. The broccoli is __________.

</td>
<td style="width: 50%;"><img src="data:image/png;base64,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" alt="" /></td>
</tr>
<tr>
<td style="width: 50%;">9. The car is __________.

</td>
<td style="width: 50%;"><img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAGwAAAA+CAYAAADOIP4xAAAbtklEQVR4Ae1dCVwUR/YeNe6auL8kapLdmN3ch5oY0CiiRhEFFTnk9oi3eBuP9YocnvHIuVHUFRMvwHgbNXibw3jrGjUih0ZZQCIKM4DKMcDM9/991VNNzzigBkX2v9v+iqrprqp+733vvXpVXd3qUI0Ok8kEs9ksEss8+Fse8prM5XXbOtq22rqyn//kXFcdiZcCryxtEkiZV7a/6tC+WgKmFUxxcTH0ej0uXryI48ePY+/evfjmm2+wceNGkbZs2YI9e/bg8OHDSE5ORlZWFoqKirRd/L8qP1TA7Gl+fn4+fv75ZyxfvhxTp05F37594eXlBW9vbwQEBKBnz57iHM8z9enTR5zz9/cXdVi3d+/emDhxIqKionDy5EncvHnTLmj27m+3YjU6WaWAUUDacUrKwWg04uDBg5gxYwZ8fX3h4eGB/v37i98bNmzA0aNHhYVlZmYK4bN+SUkJSktLwTIBuXbtGi5fvowTJ05g06ZNmD17NgYOHCj66t69O0JDQ/H999+jsLBQ3lYdK0mXTOrFalqoMsCkQJjLg67uyy+/BK2jS5cuGDduHLZt24b09HRZpdL5lStXsGPHDkyaNEncw8/PT1je9evX1b61tGnpUytUo0KVAabl+caNG4iMjISbm5twc6tXrwatx/aQwjOjDGTWkQLW1pfnTCbFWqBRDFmPIMXExAgF4b0XL16MW7duyctg2+p+PFDAzAzTLeG5FMSWb7aiS5euwvVt3boVDCqsDwrNTFREMhMACwgSA5mLegJMpQ2BNZs5HbCF2PoOxSUlwpLpfrt164Y9e3aXVRDuUZleKP2XXaoOpcoBZpEtGZFF5uKgvEuLASFAICtbj4mTpsLV1Q0rVqyE0XjvkZzAUJmeybvcc16qEgiUlJYKi+vU0RXTI8JxIy9PId1cCrNIFmuVd5FMyt8PIb/vgCkcWxC0MHTw0GG0cHKGrkYt/OMfX1ixGR9/HstXrsSa9euwYfNmbNqyBdu+/Rbb4+IQt3sX9n33HX448BMyM68p7cxA4vlExEbHInp1NFZHR2NVDFMMVkXHYLUlrYqOhUwrVq1GTGwssjTjVkFBAaKWRWHmrJno1as3dDod2rV3QXxCokqfcMkagMUF299q7aopVA4wDY1WyqdhavHSKDg5t0GdR+uiUaPG+OnAAbXVilUxaNnmXfgEBiOgT1/49OwFnx494RkQiK4BASJ1CwjAi6+/gYWRi9V2M6bPQOMmTdF3YAh69h+AYKYBSs7fPfsPRM9+A9Gj/0AEsTx4EFzc3eDl7Y2MNCWgoauO27kD9Z5qAMeWTpj72efo3rM3mjo5Y/e+/eq96I5thlD12sMoVAowCZLMtQww7J46YwZaubigY+cucHPvjHPnzqlV5n70EZq0bIUVGzcjRW/AxexsJGVdR+L1a0jIzMT5zKs4l3EFKXo9+g0dhplz5qptOT8bGxqG327l41dOqvXZuJCtpItZ2fg1KxuXrutxIVuPJF7L0SMp8zf0HRICL28f5ObmqH398NNPaN6qDVau24A8EzAnchEaOzhi7br1ah0QNJP1MlnZxaot3TfASLaM6kpNZkycPBmu3bqhb8hgdHR3Q1JyksrZx59+AsfWzth++AgyjEYk5+YgMdeAxLwckZJyc8S5C7m5uF5SjKHjxmPWvPlq+7DwULw/bRrSCguRnGNAIlOuAUk5Sko25CA5JxcJuTkinc/V43L+DVzIuo7O/v4YNW6s2hcLcbv24A0HR8Ru2wbGjCvWr8cbbztg+erosnoiBtK4jrIrVVqqNGCCWhs+wmZMh5tHV0yZFoE27dvj1M+nVKbWb96Ixs0c8e2BH5FRXIJEvQHx2XqcN+gRr1dSQrYe8QYDEg0GZBQWIuT9sfhw3kdqH6FhoRgdEYGU/AIkWNrEW9qf1+uRkG3Aefar10P8NuhxPjsL/y7Ix4H4eLzl5ISNmzep/bGwMiYGTd5phu+OHQFDj9jt29HIsRlWx8SKenLaoEShVk2r9EelAFM4sQ4wIpcshrPLu/jsn4vQorUz9uzdqzJ08deLcHBqiSUx0bhaVIQLegOS9AYBWkJ2NhLpwrL1SM6igA1I0Ocgo9CIkDFjMXtumYWFhk3FmPAIpOYXiPpsR5CZ2F7+Zs6+mJKyDUjMMiC9xITPv/oK7VzaI1uvV2ljYdrMaWjbyQWn01PBKys3bUITB0fs2KmE/QTNZCqxalPVPyoFGGc7YqnJMuGM27ETjRwcsSxmNVy7dsGCyEgrfvoOGoB+o0YiLT8fyQQqSxEuBcskhZ2UpVhJogCsCCMnT0LEjBlqX6FhYRgbFi76SRQWxfYGJGUZRD/a/thXMvsX9zLgQu4NXMrJhXt3X8z7+DOlT8vErrjYiKAeQeg7cgRS828gs7QYH0ctQ9MWTkhIsLh0c6lKx8MoVAqwUphQalIY+PXiJTRq6oj5kYsxauIE9Ok/wGrlYPfu3XBs44wjiYlIuZkvBCwFay9PEJaXgyuFhRgdOhVTI8JV+RCwcWFhSMu/JVwi3V5ido6wIlqZ8ttaGbT3SCsswurt36JVWxdcu6osUZVYgEi5fBnNnJywZE0s0kuMSDcWY8TEyfD08sXNG1xEtvH/KlVVU6gUYPTndBNGYzE8fbqj58BBWLN1K1q0aYPLl1NUDkpLSuEbEIjwufPEmJSkzxEC1grRtmwF2NQPEDotQu1vangYxobbA0xxi3cCjEFJSm4ePPwCsGChMl2g8pksk/zomDVo0c4FJy5fQmpRAZIyr6FDZw/MnTtPpeFhFSoJmKJtn3z+OV5t2hQHTp2Cq2c3/DPqS8GPFMB3+7+HU7t2+FfyBVzKyxNjjS1Atr8fJGAJWXpkFBVhSXQMOrh3xq38fIVeLqNxacpkRkBwT4yJCBeAXTEWYfO+fWK+Fh+f8LCwEve9Z8DKoiUFrKSkZDR86UVExcbi86hlcPPyQmFhkfAc0nmEDBmO0ZMnW6yrfFelBY2AMegQLpEWFnH/LIzj3cXcPJxLT4dzR1ds37lDCEOsWVrG4yNHjuHtVk7Y86+T+HfBLfxWWIhBo8cgZPhIFTDKoqqPSgPWo1dvuPt449zly3Bq74Jvd+5SmLeMCalpV9CmvSviDhxEyi1lzNFGc1qQtOUHCVhCFqPTHFwpKsK4iHAMGDKkTO7EwILD0OEj0f/90UjNv4lUTgnOnIFDq9Y4duxYWf0qLv1uwEjn/v3f4amGDbH/6FHMXxAJ34AgNdAotQC2OjoWHj5+uMRoLScXnC9x7iQjQi1I2vKDBIwWdj5bj5SCfGz/6QCc27VHRnqGKnppOWfPnEUzZ2fsPn4Ml/Nv4kqREUPHT8CIESPUulVduGfA5AYZPu3t3NUDPfr3x+VrmXjXrTO2frNd0E+GTRY1HTVmHMaHhuO3wiIkGAyIN+RUGrBQS9CRahUlGoQS3E2UyIiS8zyxOpJ1HV18fLB2zTpV9qXiMY1iZkNHjMTQiROEhf27oBB7j5+Ek7MzEhOVRWIJrtr4ARfsAiaJYC6TLR379u3Dsy8+jxOJ57Bu+xZ0cHdDfkGBVbWCIiM8/QOxYecucPUuzViI1CIj0oqMSC8qrDClGZV6NwBMnDYdH0RMU/ueGjoVE2bPQhaAdGMh0o1FFfZle69UoxEp7N9YBPYfOncORo8fb+lfPBeCWD8EcOjQEbRs2x4nky/iugliQt1n6GDMnl+2tqkSVk5BylAqu5RvOdUrPH1HwMprHRgYiIYvvYAVG75G204dMHvOh2pVSdDVq9fQ1OEdTJ05G1+uXYvImGgsjI7BIpGisSi6/MS6kdHRWLlhI1y7eGDSlFC1/8mTJ8HVyxPLNqzHklj2V34/9q4tJB0xMZb+NyBk9Ci0bO0MPtgUB5+FiVV6s9g34h/YA4NGjsaGPXuxef9+jJw4Hu84OyH5QjK4BSE9NQ3paWlITUtFxm+/ITs7G3x8Y++gbOzta7FX1945u4BpK3IXEzfChIWFiZ1IkydPRkhICF599VX4+HaHf3Ager7XG+cTlHBXahP7MFzXY1jIMHT39YdfUDC6BwfBN6gHKACRgoLhX07yDQ6GSEFB8PTyxvr1G1Sy1q9fB29vH/gFBonkH1x+P/b6V/oNFjTxuo+PD8aPH69ujzNJocoVnG93wKWjG7wCA+EVFAgvf184NG+Grl27IsDPH36+vvD180V3Jl9fcNMPd3hxE9CsWbPArXgEVnto5aQ9f6dyhYClpKSAlsRdTDNnzsQXX3wh0oIFC8QOJNvObyNC+3jXtvJd/bYJm23DaJvLd9VlBZUk/SVmE0otiwLSNXLvR25eDnJv5OLGrZtIS0/H2TNncO7sL/jlFyWdPXcOp0+fFru8uFdy5cqVYvMPtyJwD8nYsWOtIkze716P2wCTneTl5cHT01NoHsv/DQfFx4U2JlWUauH3S4Bb8bgJls/x3n33XSHTq1evqh3ei4u0AkyCxZ4++ugjYdp8EMlDe029E5mRST1pXZCXy3LGj0w8U9HB69zAUbap5k4tKurN+lpZ32LjjoWNsrtpAGNDcWN5lfnvP5KSkjBgwAB06NBBbHJlT5StTHfq2QowWVlvMMDFxQX79yuPyqkBUgtkHZGTEY0UNUX1vKxSlt8tYMqd2O42rbciohr9sBKAQpeUG3Pt8dlnn6F58+Y4dPiQ9vQdyzpF4LxTWYdbt26Gl1c3dRBmL3Y1QKJgwU2lV3PeHgV3Y2GyC1JFwJhb9W+v43s9J29SXm7pz/ay3dvISjYXtZ7JVoZLFi+Bc6s2uHgxWWllWXzWcGrTG6CjMGAqgRlF4ISRx8QJYzB9RtnandQS7c1v6+l/J+5CAnR9nDKUVZ08MRTBgYEwGrk5QW74seRCCcTeBGWbJgCdGKG4f9BUIrSYAAb0DkJcnLIgyq4lYGW3+V/p90mAI2aJxYC4gdYIBnSurh5Ytcqyf0SxGaV7USZCfJogTAs6pTU7UWoeTPwFTVs7YOnSJThx/F+iQ7b+n3X9PoisW1HGJYq1cFc0jOLyxo1b0cndDXk3lC0L9HYiGBLjAP/wBQ4LYMKuLDaakpIK92ZN0UGng8cf66Bx/QY4cvSo9T0r8es/HfT7Qj8xo5dTHr0JaRYVFcDTuyu+XrtW/DbjhgBT1BHuUzYCdAJLy4w+fOw4+Ol02F+rLmJqPgrXx+reETAtEyxrf9tiK11rRXVs21SX36RZ0k+aKuLBtq4VD8KR0bqImxmlZuX1p6h/LsfA98ZYqppgQj5MZos1yg7MZujMluWzTIMBXRu9jgW6Gjhdqxa21K4NzyefwPETJ2T1/9qcAMh0L0K4HVTCRNfGII//+H5BPkylZvxj/udo2OA5xC7/ynIL1rkl6giMBcQm6FCs/Dx9Ph7u9eohTlcLp2vosPmRWvB+/HEcO35cdHD7ze2TnpaWhri4OLGExZfo+CbktGnTsGjRIuzcufO+vvtln4L7f9aW94yMDOzatQsLFy4ULwqSx4iICMEj30VLTU0thwjKmuMW98LQwhh4mFCQWwgPN0f4Bj4GJ6da2LpBCUDM5mJlnGMzAZMZOpQoMebZhER0rPc0dupq4nwNHbbUrgnvJ57E8ZMnxc0l0TLnSW2Za2gjR44Ui8J8scBeqlmzJl577TUMGzbMak2tHO4e6mnyJpMkhFvNuR74xhtvgLyUx+Mrr7yCQYMG4dChskmx0hdlzTd6LFu/LR3fvFmCYD8nHNz/PDauegre7m8iR29QrlrAkq9R6WDZpnYtOxcejRywWFcDCTVrYFMNHbo3eBqnz5wRDSXxzLW+nEtXn3zyCf785z+rDDz++OP429/+JsBp1KiRAPHZZ5/Fo48+qtZp0KCBeCW2vMcQUkgPKyePTDzIMz0EeZAg/elPf8Jf//pXAV7jxo0Fr8899xzq1q2r1nniiSfE+qF8x1rITUQcisUIowFwswjoE+yC776uidLMl+Hl/kfE7dymsC6w5VKDJUpUAktlIPvg73+Hl06HHbXrYKmuDjo+UR9nziqAsbUESjLCt/VHjRqlEkiGWrVqJR478CVyPrbgowbmfFmcK9aOjo4gI5LxwYMHg49wqttBkCTPfN1W0vvMM8/AyclJvH4reWROPpmTRy451a9fX23Tq1evsukROxVdEwBFIejkBvftjG+idEDpKwjp90csjFxiEYky2glyzFzpYBtOnGHGpdQUdGr+NjrWqAH3xx5F8xeeB9/fEvew4yK4+kxGatWqJYDg6r4WIP4mUDJJBvk+M92GFAKftVWnQ4JFmvhyO+l85JFH0LRpU/HGJnmUPMlc8krl5OMUPit7/fXXVR7pStV+hfRpJJaID8CIEC/ELtABxa9gYM/aWBYVpYpEwGpxjboSFsQqB0EDNsftgHMbJ+z7YTfOnP4ZBQXWb93Lm/JbGQSKjNCqSCSJloSTKZZJOHMyQsAkg/xNV0Jh1KlTBz/88IO4P/uX91ApruKC9CDcrfyHP/xBjFfvvPOOUEbST36kVfGVWz4v5DkJpLxOHps0aaICzoDEwiQDeiUAUYwMo4cHIzryaRguNUXntnVx4ljZ+KcAxolbKXTCJdLMLPH9z6fPw90vAHo7e8ilIA0Gg7AoCrtZs2YqWGSGRLZr10749Oeffx4vvPCCGM/efPNNuLu7i+tkSNZ98cUXBUN8u58be+Qh7yV/V3XOJaM2bdoI2t5++23Bo1Q2gsWnGRyfJY/kkwrYqVMnKx4JovQmXbp2RbFRMQwlsC/iOCNYGzlyACaPfhbh4+tjWH9/lJYogxXdJ6ViJj4EjCsd2ln3xcQL8HTzwpUrlgdsFl+uFdiyZcsEIxyzCJAEgIyQaJ7n854hQ4aITzn069dP+PWnn35aWKO0PtYniAxGOFifsQQ42ns9rPLXX38teGQwRaBIq8zfeust/OUvfxGgcbsE3R2fcdHTcIxr2bKlqE/ro3w4BDz22GPCkxw7eliwpIxgBEx51/uLRQvx5uvPoMlr9XH2l7MK2wIpAsZt5KVi7NOZTcVgtK/gDqRmXIG3hxeSz5W9gKcVGqNCujlaF5+eSsCYM9ylxXBsW7duHWJjY7FixQqsXbsW0dHRYo8DGXJ2dhbug0DTlVJT2R+3HlSHg9bNb4eQptatW6u0kke6OFoV97aQrzVr1oiv9rDMT0pwykLFZGDC+gSZCsrxj/3NnzdLsMjdEyYR4heKpyTcAHT0wEG4u3siMzdbEQNBMdF5FpUBRvOiUSoxEZB36yZ8/fxw6JCiCbYCzMnJEaAwrJWWRcLatm0rtG769Oli086ECRMEsyTU1dUV8+bNE1+oee+998QUgFonXQyvkxlqaXU4GIaTblo+xyfSSR7p6mlxH3zwgfjOFUEjoHSZdJEMUPgVHka+VMzOnTurbekqyWNgYEC5LMafSxRvyeTkWV7pFYEGo8SyJ/R2nzhTqD7dfcSOn/DwcDAxkuOngbiSQQ2iz5YaxJy/CSB3WI0ZMwZPPfWUsJwWLVqIMeyll17Cxx9/LDamUEsdHBxEe7oatuPgThDl2MV+pkyZIlYQuFLClYQHmXgvegUe/BIPrahhw4aqddFKyANdOGmjQhIURoLkkZ6F87K5c+cKb0L+CDrbScWkAlCx5bdJTp06hSlTPhDy5e6q3u/1FpYtt2XYQ9YuYPzOE/3vp59+ijlz5gjN4a4pMsKPbXG8YRAhiaEWkjlqHL9qQx/P6wwk6PJYj+MaCd+8ebMAigOxHBcIOOdmHTt2VAMPRqEEilpLGj788MMHmngv0saDHycjPXTxpI0KRXlwYszPK9HVExC6ci2PBIyA8ktzwcHBAnTyTD4pAyoxxze5WMD70CORN+6hoUVy3K/osAsYGy1dutRuO+6xq1GjhogSJWCcLHJlg8Ll+hq1jS5CWg+ZIogcu+jzGYSwDgXBOhQKmaHbkNpn9+ZVdJKf+OPSEy2EtJFGCpOAENglS5aI1RuO4VIGVEyCyPCfPFKGlAl5JGhSaTm2lbdQQAOh0ld02AWMDbkuaO8gkPTFkhkSQ1dGC6JbWbVqlYgUeZ0DNwllogVSS+lOyNzLL78sBEFhMNWrV0+sElQHwGSEaM+LSAvjuEXXLj0IlZIAUeloYfxMIIcJ8iatjEpJpdV+UU4r4+HDh4Obcyo6rACT48fZs2fFYMoxiwfPy2v0tQSMi7jUPhLDnD6fxJFYgs2lGYb41CgSTmbmz5+vukxqI5mVGsgxjMxW5L8rYuR+XqPCkkeOWVQ20kgeyQcjZCodgeN6KN0iw3nWpcuke2O0yOUpehUpI8qJCwQMXOTEXMqWOfcptm/f/o6L4laAyQ4IzujRo8Hgw1YbqAVkhgOuFDaJ4mBKK+NYR4bef/994R6opXQdBJoRFCNBBi20SmldHLvYJ/2/dvJ8P0G4l74YUJAeKp02SiSPjBLpFskjt3dzTCKPnGRzPOI4KEN7GSWSTw4b7JOg2Dv4ChO3dkv+pYHY1rULGCvxU6zcHx4UFIQDBw6oX/WkxvHGtWvXVudhUvAcpLnnngytX79eDM78HqKck3GSKSfPBJmA08qoieyT2lsdDn7RlPRw6c12HkavwfGXz/rII61J8khXysVwgsqxTPJImdGjsE9OYeRBY+A276FDhwpAuTX+TsdtgLGBRDc3N1dYBjWfPpod0w/zxkx0g1qTp9kTNFoatYuukQ/3+GyIvptWSY3UuhnWk6v3dDlkmNMCWjittCoT78v7ERDJI92cHIOkRyFoXOmg8GkZ5JFzL1oZeaQ7pFzkSgcV8cknnxR9Eky24X169OghImPe924/6nkbYASLSetn6V/5PhhDdgpfMsOcwQWthMTR0kgo/TTDdo5bBJU5geQYJbVOCoHBiLa/6lhmcEElI81Mkkd6Ey2PnJPRvUsepTwoA8kX5cLnh1999ZV4q+XChQt3Miqr61aASbC0uVVtPi8tLhYDKz+OzOc8JIbmLhmSAzSJJogcq+Q5MsuydKG0KLal7+bcj4khv/wAc1XlvKf2vvI3c/JJi9NGjJIHySMtiOcoA/Imr7PMaJiAkzcqO79fbO+QMrd3TXvOCjBekA2Za3+zrLU6cREQnySn4KltHKAlcFIbJQNSM3mdlsaxjMFIguW9Mtlfdcy5f4OWwUiQCiiB0fKoVUZeZ5BBt8lVEHuL2lLO5FdbvhP/twF2pwb2rnPvAlfnOb4xgCAgZIBgyZxax8k0gSVYjBbL36xi7y4P9xxXeDiWSx7p+rSAScUkj3SNrMfg5dKlS/eV8PsCGCniMzJ+eJnA0U0y8KAroWbyN7WNYDHy5Ld+bS1Y/r6v3N3nzviMjN/CJ1j0KuSROXmUv8kjXSXDfumRpAXdDx4rDZgkRsqGK90//vijYIzfoeeisVwQpWuQ8wxZ37a9PF+dctIohU+6yCP/JwqG85x3kkdOmPkIiQu62tUayZ/MK8tXpQEjAfdKDOv/Jx2Sv3ulW7aTvN5re9lOm/8fS0T4Is1bU5EAAAAASUVORK5CYII=" alt="" /></td>
</tr>
<tr>
<td style="width: 50%;">10. The dress is __________.

</td>
<td style="width: 50%;"><img src="data:image/png;base64,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" alt="" /></td>
</tr>
</tbody>
</table>

Solution for the question - directions: complete the sentences to describe the objects usingcolour.  1. the avocado is __________.{#1} 2. the duck is__________.

directions: complete the sentences to describe the objects u-Turito

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qkLQSJz54qy:1_sub6_answer

2. There are __________ deer in the zoo.

3. There are __________ crocodiles in the zoo.

4. There are __________ lions in the zoo.

5. How many lights are there in the zoo?

6. How many members have visited zoo?

</td>
</tr>
</tbody>
</table>

Solution for the question - in the zoo               in the zoo, there aregiraffes, lions, deers, snakes, crocodile, elephants and many more.look, there are two

In the zoo               in the zoo-Turito

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q53R4bIuGEl:1_sub10_answer

Directions: Read the sentences and find the type of sentences: 
1. Are you feeling well?

5. What are your plans for the evening?

6. When are you planning to leave?

7. I am planning to leave at night.

Solution for the question - directions:read the sentences and find the type of sentences: 1.areyou feeling well?{#1} 2.lion is a carnivore. {#2} 3.may god bless

Directions:read the sentences and find the type of sentences:-Turito

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Directions: Read the sentences and find the type of sentences:
1. Kindly step aside.

Solution for the question - directions:read the sentences and find the type of sentences: 1.kindlystep aside.{#1} 2. bravo! good job friend.{#2} 3.marcus, open

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qH4Kh6bc7Im:1_sub5_answer

Directions: Read the following sentences and change them to the type as indicated in the brackets:
1.It is a lovely day. (Exclamatory)

2. The match looks promising. (Interrogative)

3. Kindly pass me the papers. (Interrogative)

4. Will you lend me your paper? (Imperative)

5. Wow! What a brilliant plan. (Declarative)

Solution for the question - directions:read the following sentences and change them to the type asindicated in the brackets: 1.it is a lovely day. (exclamatory)

Directions:read the following sentences and change them to th-Turito

qcrrBhg4XVY:1_sub1_answer

qcrrBhg4XVY:1_sub2_answer

qcrrBhg4XVY:1_sub3_answer

qcrrBhg4XVY:1_sub4_answer

qcrrBhg4XVY:1_sub5_answer

Directions: Read the sentences and change them to the type as indicated in the brackets:
1. Tell me your name. (Interrogative)

4. Will you open the door, Cassie?

5. Would you mind leaving my room?

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