Question

If 2^1.5894=3, then 2^4.5894=?

Answer 1

Let's see... 4.5894 / 1.5894 = 2.8875

Well, then I guess \(2^{4.5894} = 3^{2.8875}\)

I'm not sure that get's us anywhere. Are you SURE you have the right problem statement and instructions?

Maybe, \(2^{4.5894} = 2^{1.5894}\cdot 2^{3}\)

That might lead to something.

Answer 2

That's the right problem

Answer 3

If it helps the answer choices are 18, 24, 28, 30, 31

Answer 4

Okay, now respond to my 2nd theory.

Answer 5

ya that's correct

Answer 6

And you managed what answer?

Answer 7

The calculator gave me 24.0739

Answer 8

If we use the value that 2^1.5894 =3 and then multiply 3 x 2^3 the answer is 24

Answer 9

Medals 1

We are not concerned with the calculator.

\(2^{1.5894}=3.0092417260913488698923493617444\)

It's not quite 3.

We're going with the premise that \(2^{1.5894}=3\)

Now, we have to find \(2^{4.5894}=2^{1.5894+3}=2^{1.5894}⋅2^{3}\).

What's your plan?

Answer 10

Or, was that it? Since it worked and was PERFECT!!!

Answer 11

Thanks