If and ; find the value of : (i) (ii)

Question

KnowledgeBoat · Accepted Answer

Given: and = 2 log (i) = = (log 5 - log 7) + (log 7 - log 9) + 2(log 3 - log ) = log 5 - log 7 + log 7 - log 9 + 2log 3 - 2log = log 5 - log 9 + log - log = log 5 - log 9 + log 9 - log 5 = 0 Hence, the value of l + m + n = 0. (ii) From (i), we know l + m + n = 0, ⇒ = 1 Hence, the value of .

Mathematics

If and ; find the value of : (i) (ii)

Logarithms

Related Questions

Find x, if :
2 + log x = log 45 - log 2 + log 16 - 2 log 3.

If a = 1 + log 2 - log 5, b = 2 log 3, c = log P - log 5 and a + b = 2c, find the value of P.

Mathematics

If and ; find the value of : (i) (ii)

Logarithms

Related Questions

Find x, if :2 + log x = log 45 - log 2 + log 16 - 2 log 3.

If a = 1 + log 2 - log 5, b = 2 log 3, c = log P - log 5 and a + b = 2c, find the value of P.

Find x, if :
2 + log x = log 45 - log 2 + log 16 - 2 log 3.