Question
The word book rhymes with:
![](data:image/png;base64,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)
- Look
- Room
- Mice
Hint:
Look
The correct answer is: Look
The word 'book' rhymes with 'look'. Because the first letter of the two words are the only difference among them. Other letters are the same where it produces the same sound at the end of the pronounciation. In other words, when we pronounce the words, the upper lip and the lower lip goes to the round position and the last part of the tongue scratches the soft palate. These two aspects are common in pronouncing the word. Hence, they are the pair of rhyming words.
Related Questions to study
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A number whose ones place digit is 2 , 4 , 6 , 8 or 0 is divisible by 2.
Identify the image which is odd.
A number whose ones place digit is 1, 3, 5, 7 or 9 is not divisible by 2.
Identify the image which is odd.
A number whose ones place digit is 1, 3, 5, 7 or 9 is not divisible by 2.
Write the number of squares present in the model.
A number whose ones place digit is 1, 3, 5, 7 or 9 is not divisible by 2.
Write the number of squares present in the model.
A number whose ones place digit is 1, 3, 5, 7 or 9 is not divisible by 2.
Select the odd one out.
A number whose ones place digit is 2,4,6,8 or 0 is divisible by 2.
Select the odd one out.
A number whose ones place digit is 2,4,6,8 or 0 is divisible by 2.
Count the number of squares present in the image and write if it is odd or an even:
A number whose ones place digit is 2,4,6,8 or 0 is divisible by 2.
Count the number of squares present in the image and write if it is odd or an even:
A number whose ones place digit is 2,4,6,8 or 0 is divisible by 2.
Write the equation for this model.
Sum of an even number and an odd number is always odd likh do.
Write the equation for this model.
Sum of an even number and an odd number is always odd likh do.
Select the even number of squares.
A number whose ones place digit is 2, 4, 6 , 8 or 0 is divisible by 2.
Select the even number of squares.
A number whose ones place digit is 2, 4, 6 , 8 or 0 is divisible by 2.