C-04-Q153mediumsingle_mcqProve form: 3log102+log105=log10?3 \log_{10} 2 + \log_{10} 5 = \log_{10} ?3log102+log105=log10? (Example 9)a404040b303030c252525d505050ব্যাখ্যাBy the power and product rules, 3log102=log1023=log1083\log_{10} 2 = \log_{10} 2^3 = \log_{10} 83log102=log1023=log108, and log108+log105=log10(8×5)=log1040\log_{10} 8 + \log_{10} 5 = \log_{10}(8 \times 5) = \log_{10} 40log108+log105=log10(8×5)=log1040.