Q16Numerical5 Marks6 Aug 2023Consider the equation logx(log5((x2+1)2)−logx(32x))=0\log_x\left(\log_5((x^2+1)^2)-\log_x(32^x)\right)=0logx(log5((x2+1)2)−logx(32x))=0. Find the value of x(x2+1)+7x(x^2+1)+7x(x2+1)+7.Your answerPress Enter to check.
