If (7^a) (7^b) = (7^c) (7^d), what is d in terms of a, b and c?

If (7^a) (7^b) = (7^c) (7^d), what is d in terms of a, b and c?

Explanation

(7^a) (7^b) = (7^c) (7^d)

Using the property of exponents, we get:

7^(a+b) = 7^(c+d)

Equating the exponents, we get:

a + b = c + d

Rearranging the terms, we get:

d = a + b - c