Question

find two smallest perfect square number which when multiplied together gives a perfect cube number​

Answer 1

Answer: 4 and 16

Step-by-step explanation:

Through trial and error. 64 is the smallest square that is also a cube, disregarding 1. So 4 & 16 multiply to give 64 which is 4^3.

Answer 2

two smallest perfect square number are 4 and 16

Step-by-step explanation:

we need to find the two smallest perfect square number which when multiplied together gives a perfect cube number​

perfect square numbers :

2×2= 4

4×4= 16

when we multiply both the numbers together

i.e

4 ×16 = 64

and 64 is the perfect cube of 4

4×4×4= 64

hence , two smallest perfect square number which when multiplied together gives a perfect cube number​ are 4 and 16

#Learn more:

How many natural numbers lie between 9 square ND 10 square ? between 11 square ND 12 square??​

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