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3. Squares and Square Roots
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Q1 of 119 Page 48

Find the value of each of the following, using the column method:

(23)2

Using column method, we get

Therefore,


a = 2


b = 3














a2



2ab



b2



04 + 1 =



12 + 0 =





Therefore,


232 = 529


More from this chapter

All 119 →
12

Fill in the blanks:

(i) The square of an even number is….


(ii) The square of an odd number is…….


(iii) The square of a proper fraction is ………..than the given fraction.


(iv) n2 = the sum of first n ……. natural numbers.

13

Write (T) for true and (F) for false for each of the statements given below:

(i) The number of digits in a perfect square is even.


(ii) The square of a prime number is prime.


(iii) The sum of two perfect squares is a perfect square.


(iv) The difference of two perfect squares is a perfect square.


(v) The product of two perfect squares is a perfect square.

2

Find the value of each of the following, using the column method:

(35)2

3

Find the value of each of the following, using the column method:

(52)2

Questions · 119
3. Squares and Square Roots
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