PLEEAASSEEE HEELLPPP!! NEED STEPS!
Match each equation with the correct solution.

Question

anonymous · Answer

$$4^{p-1}=3^p$$

anonymous · Answer

here are the answer choices
0.5537
4.8188
0.4907
2.0145
2.4450
4.8362

anonymous · Answer

@arch1 can you help me?

anonymous · Answer

Take log(10) both the sides.              10 is the base..

anonymous · Answer

$$\large \log_{10}(4)^{p-1} =  \log_{10} (3)^p$$

Use power rule here:

$$\huge \log_n(x)^a = a \cdot \log_n(x)$$

anonymous · Answer

$$(p-1) \cdot \log_{10}(2)^2 = p \cdot \log_{10}(3)$$

Again use power rule here:

$$(2p-2) \cdot \log_{10}(2) = p \cdot \log_{10}(3)$$

anonymous · Answer

Use:

$$\log_{10}(2) = 0.3010$$

$$\log_{10}(3) = 0.4771$$

And now find p..