Question

Graph the following equation reflecting a basic function. f(x)= sqrt -x

Answer 1

@geerky42

Answer 2

\(\sqrt{-x}\)...

So basically what happened is that every negative inputs will become positive, lead them to have outputs.

And positive inputs will be negative, hence no outputs.

Answer 3

Sound like function "flips" across y-axis

Answer 4

so if it is positive it would be the first one right?

Answer 5

since sqrt -x would look like

Answer 6

Yea, you got that right!

Answer 7

Yay :3 thank you for confirming with me haha :3

Answer 8

welcome :)

Answer 9

wait to be sure this one is the correct one

Answer 10

the first one is \(-\sqrt{-x}\)

Answer 11

it is the image of \(\sqrt{x}\) symmetry to the origin

Answer 12

Oh i see you started with \(\sqrt{-x}\) i thought you started from parent function

Answer 13

aha yah he said that i would be positive so i just flipped around what -sqrtx would be

Answer 14

sqrt-x