Write `2log3+3log5-5log2` as a single logarithm.

Write each of the following as single logarithm: (a) 1+ log_(2) 5" "(b) 2- log_(3) 7 (c) 2log_(10) x+3 log_(10) y - 5 log_(10) z

Write each of the following as single logarithm: (a) 1+ log_(2) 5" "(b) 2- log_(3) 7 (c) 2log_(10) x+3 log_(10) y - 5 log_(10) z

Write each of the following as single logarithm: (a) 1+ log_(2) 5" "(b) 2- log_(3) 7 (c) 2log_(10) x+3 log_(10) y - 5 log_(10) z

Write each of the following as single logarithm: (a) 1+ log_(2) 5" "(b) 2- log_(3) 7 (c) 2log_(10) x+3 log_(10) y - 5 log_(10) z

Express the following as a single logarithm. 1/3 log x - 8/5 log y + 7/2 log z

[" 5) Write the following as single logarithm. log6+log8-log12,

Let a = log 3, b = (log 3)/(log (log 3)) (all logarithms on base 10) the number a^(b) is

Express each of the following as the logarithm of a single number . 1/2 log 9 - 3 log 4 + 3 log 2

Express each of the following as the logarithm of a single number . log 12 - log 2 - log 3