6/ t-7 + 1/t²-49. what is the value of t?
and you need an equation to solve for t
6/(t - 7) + 1/(t^2 - 49)
= 6(t + 7) + 1)/[(t + 7)(t - 7)]
= (6t + 43)/[(t + 7)(t - 7)]
when you simplify it you get 7/(t-7)(t+7) as the answer.
Hint:
LCD = t²-49 = (t-7)(t+7)
Copyright © 2024 1QUIZZ.COM - All rights reserved.
Answers & Comments
and you need an equation to solve for t
6/(t - 7) + 1/(t^2 - 49)
= 6(t + 7) + 1)/[(t + 7)(t - 7)]
= (6t + 43)/[(t + 7)(t - 7)]
when you simplify it you get 7/(t-7)(t+7) as the answer.
Hint:
LCD = t²-49 = (t-7)(t+7)