Question

Ques 1. To find the smallest multiple of 32 which is a square number , we will
a. subtract
b. divide
c.add
d.multiply

Ques2.The two members of pythagorean triplet are 35 , 37, find the third number
a.12
b.13
c.11
d.10

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Answer 1

Answer:

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Answer 2

1. To find the smallest multiple of 32 which is a square number , we will $\underline { \pink{ multiply }}$

Explanation:

$Given \: number \: 32$

$Required \: square \: number = 2 \times 32$

$= 64$

$= 8^{2} \: ( Square \: number )$

$Given \: two \: numbers \: 35, 37$

$Required \: third \: number = \sqrt{37^{2} - 35^{2}}$

$= \sqrt{ (37+35)(37-35) }$

$= \sqrt{ 72 \times 2 }$

$= \sqrt{ 144}$

$= \sqrt{ 12^{2}}$

$= 12$

Therefore.,

$Option \: \pink{ ( a ) } \: is \: correct .$

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