Find the approximate value of (log)(1...

Find the approximate value of `(log)_(10)1005` , given that `(log)_(10)e=0. 4343`

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Using differentials, find the approximate value of (log)_(10)10. 1 , it being given that (log)_(10)e=0. 4343 .

Using differentials, find the approximate value of log_(10)10.1 when log_(10)e=0.4343 .

Use differentials to find the approximate value of (log)_e(4. 01), having given that (log)_e4=1. 3863 .

Using differentials, find the approximate value of (log)_e 4.04 , it being given that (log)_(10)4=0. 6021 and (log)_(10)e=0. 4343 .

Using differentials, find the approximate value of (log)_e 10.02 , it being given that (log)_e 10=2. 3026 .

Using differentials, find the approximate value of log_(e) (4.01), given that log_(e)4 = 1.3863.

Find the value of : log_(10) 0.001

Evaluate: int(log)_(10)x\ dx

Evaluate: log_(10)(0.06)^(6)

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