Question

Logo function 3(5)2x−3^ = 6 Any assistance?

Answer 1

\[3(5)^{2x-3} = 6\]

Answer 2

First, divide both sides by 3. 5^(2x-2)=2. Take log 5 of both sides, and solve.

Answer 3

Can you write that out?

Answer 4

Sure. Here are the steps:
\[5^{2x-2} = 2\]
\[2x-2 = \log_5 2 =0.431\]
\[2x = 2.431\]
\[x = 1.2155 \]

Answer 5

Wow ok Thank You, very helpful

Answer 6

No problem.

Answer 7

Er wait...one problem, but solved :)

Answer 8

was it suppose to be 2x-3 instead of 2x-2