Question

we know that fine
series of ( G cdot P ) is
( =a cdot a gamma cdot a r^{2} cdot a cdot b^{3} cdot a cdot b^{5}, a r^{6} a r^{7} a^{0} )
( a^{9} cdot r^{36} )
( =left(a x^{4}right)^{9} )
( =left(2^{9}right) )
512
Given ( quad ) fifth ( operatorname{ten} m=2 )

# 3. Iffifth term of a G.P. is 2, then the product of its 9 terms is:

Solution