Question

Use a graphing device to find all solutions of the equation, rounded to two decimal places. (Enter your answers as a comma-separated list.)
2^(−x) = x − 4

Answer 1

uh, so use a graphing calculator and the build in zero function to find the roots

thats what i think your question is asking for

Answer 2

im not sure thats all the question says and 0,4 is incorrect

Answer 3

was the original problem
y=x^2 +x-4
?
cause you need to graph that
not whatever contraption you have written down

Answer 4

its exactly what i have written down

Answer 5

and its negative 2 not positive

Answer 6

*-x but i just copy and pasted the problem

Answer 7

wait, so the problem looks like
\[2^{-x}=x-4\]

Answer 8

yes

Answer 9

oh ok, just move the 2^-x over to the right side
so youll get
0= -2^(-x)+x-4

and graph
y=-2^(-x)+x-4

since finding the root means setting y=0 and solving for the solutions of x

Answer 10

I'm going to draw the graph and see what I get.

Answer 11

The instruction to find all solutions is what we need to think upon. I see the one real root on the graph but am unsure about how to interpret the general solution, @cailindevereux