-2u^9(-7u)
-2u^9(-7u)
= -2 * (-7u) * u^9
= 14u * u^9
= 14u^(1+9)
= 14u^10
To simplify the expression -2u^9(-7u), you can follow these steps:
Step 1: Apply the product of powers rule: When multiplying variables with the same base, you add the exponents.
-2u^9(-7u) = -2 * u^9 * (-7) * u
Step 2: Apply the multiplication rule: Multiply the coefficients together and combine the variables.
-2 * (-7) = 14, and u^9 * u = u^(9+1) = u^10
Therefore, -2u^9(-7u) simplifies to 14u^10.
To simplify the expression -2u^9(-7u), we can follow the rules of exponentiation and multiplication.
Step 1: Multiply the coefficients (-2) and (-7):
-2 * (-7) = 14
Step 2: Multiply the variables with the same base (u) by adding their exponents:
u^9 * u = u^10
Therefore, the simplified expression is 14u^10.