Question

solve the inequality |x+6| > 15

Answer 1

\(\bf |x+6| > 15 \implies
\begin{cases}
+(x+6) > 15\\ \quad \\
\bf -(x+6) > 15
\end{cases}\)

Answer 2

so you'd get 2 values for "x", one for each scenario

Answer 3

2 values one is negative the other is positive

Answer 4

9 and -21

Answer 5

so it will be one postivie answer and the other one negative?

Answer 6

yea yea yea

Answer 7

thank you

Answer 8

because it's the absolute value where the numbers inside the | | is positive
because it is the distance from zero

Answer 9

x > –21 or x < 9
x < –21 or x > 9
–9 < x < 9
–21 < x < 9 does the sign change?

Answer 10

-21>x>9 is the answer