If the lengths of two of the possible sides of a right triangle measure 4 root 15 and 7 root 6 what is the smallest possible length of the third side

Given that the sides of a right angle measures 4sqrt15 and 7sqrt6, thus the possible size of the third side will be:

using Pythagorean theorem:

c^2=a^2+b^2

c^2 = (4sqrt15) ^2 + (7sqrt16) ^2

c^2=4^2*15+7^2*16

c^2=240+784

c^2=1024

hence;

c=sqrt1024

c=32

Th possible third side is 32