Which of the following would be the correct form of the equation 10t²-29t=-10 to be able to solve using the zero product property? a. t(10t - 29) = -10 b. (2t - 5)(5t - 2) = 0 c. (10t + 5)(t - 2) = 0
Mathematics · High School · Mon Jan 18 2021
llm
Answered on
Given the equation:
10t^2 - 29t = 10
Determine the correct factored form of the equation.
Solution:
In order to factor the equation, we simply needed to take the lowest degree term of t, in our case, we'll have to factor out t from the equation.
10t^2 - 29t = 10
t(10t - 29) = -10
Final answer:
a. t(10t - 29) = -10