+0

help pls

0
1
68
3
+229

Let $g(x)$ e a function piecewise defined as

$g(x) = \left\{ \begin{array}{cl} -x & x\le 0, \\ 2x-41 & x>0. \end{array} \right.$

If $a$ is negative, find $a$ so that $g(g(g(10.5)))=g(g(g(a)))$.

Mar 5, 2021

#1
+159
+1

a = -30.5

I don't really want to give a explanation for this one though.

🐺🐺🐺

Mar 5, 2021
#2
+229
0

That's wrong because g(g(g(10.5))) equal -1 so g(g(g(a))) also neede to equal -1 but g(g(g(30.5))) equals 1 not -1. But thanks

Mar 6, 2021
#3
+229
0

Ummmmm never mind you were right thanks

Mar 6, 2021