Given that ab = x, evaluate the following a^b+2
The answer is x*a^2 because the equation is saying a^b*a^2. And if we knew that a^b = x, then the answer is x*a^2
x times a^2 is answer
bruh tf
eWAFE
To evaluate the expression a^b + 2, we need to substitute the given relationship a * b = x into the expression.
Given that a * b = x, we can rewrite b as x/a.
Now substituting this value of b into the expression a^b + 2, we get:
a^(x/a) + 2
At this point, we have simplified the expression as much as we can using the given relationship.
hmmm.
b = x/a, so a^(b+2) = a^(x/a + 2) = a^2 * a^(x/a)
Not sure what you're trying to get at. Is there more to this?