Question

20. Suppose that A is a number with log(A) = 1.352. a. What is the value of log(1000A)?

Answer 1

Answer:4.352

Step-by-step explanation:

Given

$\log \left ( A\right )=1.352$

we know

$\log \left ( x\right )=y$

Thus $x=10^{y}$

Applying identity we get

$A=\left ( 10\right )^{1.352}$

$A=22.4905$

For $\log \left ( 1000A\right )$

$=\log \left ( 1000\times 22.49\right )$

$=\log \left ( 22490.5461\right )$

$=4.352$