To solve this expression, we need to apply the rules of exponents.
First, let's simplify the expression inside the parentheses:(-7a^2b^2)^2 = 49a^4b^4(-2ad^7)^3 = -8a^3d^21
Now let's multiply the two simplified expressions together:(49a^4b^4) * (-8a^3d^21)
To multiply these two expressions, we add the exponents of like terms, so we get:
49 -8 = -392a^4 a^3 = a^7b^4 remains the samed^21 remains the same
So the final answer is:
-392a^7b^4d^21
To solve this expression, we need to apply the rules of exponents.
First, let's simplify the expression inside the parentheses:
(-7a^2b^2)^2 = 49a^4b^4
(-2ad^7)^3 = -8a^3d^21
Now let's multiply the two simplified expressions together:
(49a^4b^4) * (-8a^3d^21)
To multiply these two expressions, we add the exponents of like terms, so we get:
49 -8 = -392
a^4 a^3 = a^7
b^4 remains the same
d^21 remains the same
So the final answer is:
-392a^7b^4d^21