Answer:

Step-by-step explanation:
and
does not have any common factor except for 
Lim 2^x-3 = lim 2^(1/x^3) = 2^(1/inf) = 2^0 = 1
x -> infinity
The function approaches 1
3x - 2x + 4 = 5x - 4x - 8
First, let's focus on the left side of the problem (3x - 2x + 4). Let's subtract 3x - 2x which will get us 1, and since a variable by itself is considered 1, we can just put the variable.

Second, now let's focus on the right side of the problem (5x - 4x - 8). Subtract 5x - 4x to once again get 1. Replace it with the variable and leave the rest.

Third, we can now cancel out x on each side. This will leave us with 4 = -8, which is false, meaning that there is no solution to this problem.