Question

Find the smallest positive integer a for which there exist distinct positive integers b, c, d such that a=b^2=c^3=d^4.

Answer 1

Answer:

Find the smallest positive integer a for which there exist distinct positive integers b, c, d such that a=b

the smallest positive integer a for which there exist distinct positive integers b, c, d such that a=b^2=c^3=d^4.

^2=c^3=d^4.