12SHORT ANSWER4 marksLet f(x+y)=f(x)f(y)f(x+y)=f(x)f(y)f(x+y)=f(x)f(y) with f(x)>0f(x)>0f(x)>0 . Let a1,…,a50a_1, \dots, a_{50}a1,…,a50 be in AP. If f(a31)=64f(a25)f(a_{31}) = 64f(a_{25})f(a31)=64f(a25) and ∑i=150f(ai)=3(225+1)\sum_{i=1}^{50} f(a_i) = 3(2^{25} + 1)∑i=150f(ai)=3(225+1) , find ∑i=630f(ai)\sum_{i=6}^{30} f(a_i)∑i=630f(ai) .Answer96Log in to generate solution