Question

v^(-0.84)=0.0718, solve for v.

Answer 1

@whpalmer4 @beccaboo333 @Gabylovesyou

Answer 2

You might want to approach this by taking the log of both sides. Use rules of logs to solve for v.

Answer 3

So is it ln(0.0718)/ln(-0.84)?

Answer 4

v^(-0.84)=0.0718

There's more to it than this: ln(0.0718)/ln(-0.84)

If v^(-0.84)=0.0718, take the natural log of both sides. Please show your work so I can undrstand your through processes.

Answer 5

I honestly don't know how to start.

Answer 6

\[\ln [v ^{-0.84}]=\ln[0.0718]\]

Next, \[\ln [v ^{-0.84}]\]becomes -.084 ln v, so you have\[-0.84 \ln v = \ln 0.0718\]You'll need to solve this first for ln v and next for v itself.