Question

1 by 2 log 36 + log 5 - log 30​

Answer 1

The value of 1/2 log 36 + log 5 - log 30 is 0.

Given,

1/2 log 36 + log 5 - log 30.

To Find,

The value of 1/2 log 36 + log 5 - log 30.

Solution,

We have, 1/2 log 36 + log 5 - log 30

using the property of log, a log b = log $b^{a}$

⇒ log 36^1/2 + log 5 - log 30

⇒ log 6 + log 5 - log 30

using the property of log, log a + log b = log ab

⇒ log 6x5 - log 30

⇒ log 30 - log 30 = 0

Hence, the value of 1/2 log 36 + log 5 - log 30 is 0.

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