The summative product of B⁴ + M^(y) is; M^(8y) + M^(y)
We are given the equation as;
B⁴ + M^(y)
Now, we are further told that;
B = M^(2y)
Thus, we have our original expression as;
(M^(2y))^4 = M^(y)
According to laws of exponents, we know that;
(x²)³ = x^(2 * 3) = x⁶
Applying that to our expression means we now have;
M^(8y) + M^(y)
Thus, the summative product of B⁴ + M^(y) is; M^(8y) + M^(y)
Read more about Laws of Exponents at; https://brainly.com/question/11761858
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