Question

▶Brainly Teaser ⬆⬆⬆◀

Solve the teaser! & get 50 points!​

Answer 1

Consider the First Figure :

★  First Number : 64

★  Second Number : 5

★  Third Number : 40

$\mathsf{\implies\;Square\;root\;of\;First\;Number = \sqrt{64} = 8}$

We can notice that : Square root of First Number multiplied with the Second Number gives the Third Number

★ That is : (8 × 5) = 40 = Third Number

Consider the Second Figure :

★  First Number : 81

★  Second Number : 7

★  Third Number : 63

$\mathsf{\implies\;Square\;root\;of\;First\;Number = \sqrt{81} = 9}$

We can notice that : The Same Condition which satisfies the First figure also satisfies the Second Figure

☯  That is (9 × 7) = 63 = Third Number

Consider the Third Figure :

★  First Number : 16

★  Second Number : 4

★  Third Number : ?

$\mathsf{\implies\;Square\;root\;of\;First\;Number = \sqrt{16} = 4}$

Conclusion : As the condition which we noticed in the First figure satisfies the Second figure, It should satisfy Third Figure too!

☯  That is (4 × 4) = 16 = Third Number

Answer  $:\implies$  ? = 16

Answer 2

hey mate your answer↓

The number on the place of question mark is 16 because the relation among them is that the if we divide the second number by first and the square of that division is third number.

hence the answer is 16

hope it helps you!