C-04-Q162mediumsingle_mcq3log102+2log103+log105=log10?3 \log_{10} 2 + 2 \log_{10} 3 + \log_{10} 5 = \log_{10} ?3log102+2log103+log105=log10? (Ex 4.2 Q3)a360360360b303030c909090d180180ব্যাখ্যাUsing the power rule, 3log2=log23=log83\log 2 = \log 2^3 = \log 83log2=log23=log8 and 2log3=log32=log92\log 3 = \log 3^2 = \log 9. Adding the logs multiplies the arguments: .