If $\log ( t )$ is 7.15, then the value of $\log ( 27.54 t ) \text { is }$
A) 10.3
B) 8.59
C) 11.18
D) 9.16

Name: If $\log ( t )$ is 7.15, then the value of $\log ( 27.54 t ) \text { is }$ A) 10.3 B) 8.59 C) 11.18 D) 9.16
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Quizplus · Accepted Answer

Using the logarithm property $\log(ab) = \log(a) + \log(b)$, we can rewrite $\log(27.54t)$ as $\log(27.54) + \log(t)$. Given $\log(t) = 7.15$ and knowing $\log(27.54) \approx 1.44$, we find $\log(27.54t) = 1.44 + 7.15 = 8.59$.

If log⁡(t)\log ( t )log(t) Is 715, Then the Value Of Is

If $\log ( t )$ Is 715, Then the Value Of Is