Question

find the smallest sq. no. which no. which exactly divides 6, 8, 10 and 12

Answer 1

Answer:

4

Step-by-step explanation:

6^2=36÷4=9

8^2=64÷4=16

10^2=100÷4=25

12^2=144÷4=36

Answer 2

Answer:

if we use prime factorisation the  2 pairs should be made of each no.

6=2*3 so 2 and 3 both are the smallest sq.no which exactly divides 6

8=2*2*2 so 2 is  the smallest sq.no which exactly divides 8

10=2*5 so 2 and 5 both are  the smallest sq.no which exactly divides 10

12=2*2*3 so 3 is  the smallest sq.no which exactly divides 12

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