   Chapter 0.8, Problem 53E

Chapter
Section
Textbook Problem

In Exercises 47–56, solve the given equation for the indicated variable. 120 = 50 ( 2 3 t ) (Round the answer to four decimal places.)

To determine

To calculate: The value of t in equation, 120=50( 2 3t ).

Explanation

Given information:

The equation is 120=50( 2 3t ).

Formula used:

The logarithmic identity,

log a b m =mlog a b

Here, a, m and b are real number.

Calculation:

Consider the equation,

120=50( 2 3t )

Simplify further,

120=50( 2 3t ) 12 5 =2 3t

Take the log of both sides,

log12 5 =log2 3t

Now apply

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