Question

t^2+6t-7=(t+7)(t-1)
Can you simplify?

Answer 1

@boompolis

You should start working on it and i will help you where you go wrong.

Answer 2

t^2 + 6t / t-1 - 7 / t-1
t^2 + 6t - 7 / t-1
factoring t^2 + 6t - 7 = (t+7)(t-1) ... now simplify

Answer 3

\(\large{t^2+6t-7=(t+7)(t-1)}\)
\(\large{\implies t^2+6t-7=t^2-t+7t-7}\)
\(\large{\implies t^2+6t-7=t^2+6t-7}\)
Therefore it is true means right :)\[\Huge{\color{red}{\checkmark}}\]

Answer 4

so which one is the simplified answer

Answer 5

@TheViper

Answer 6

\[\Huge{\color{red}{t^2+6t-7}}\]

Answer 7

thanx

Answer 8

ur welcome :)