helppp😂

[wary vortex]

I am so lost on this last question,can someone please explain,I have seen the answer,but it doesn’t make sense how they got there

[strong plume]

r u in matric, i recognise that format from a mile

okay there a few things that i dont get from this question, what would be a root of an exponential function

$$h(x+2) + k =0$$
$$3^{x+2} + k =0$$

[strong plume]

do we perhaps let 3^x = a variable like a then send make the inequality

@wary vortex are you following with my thought process

[wary vortex]

Yeah I am, sorry my power just went off for no reason 💀

[wary vortex]

I believe it’s like the x-value or something like that?

I have an idea, what I thought about cause h(x+2) would be x is 2 values left, and b is -4 which would make it -6, as an x-value?

I think I’m on a path?

$$h(x+2) + k =0$$
$$3^{x+2} + k =0$$
$$3^{x+2} = -k$$

[tulip cloud]

Glar3

[wary vortex]

Then maybe sub in x = -4
$$3^{-4+2}=-k$$

[tulip cloud]

Glar3

[wary vortex]

Wait nope, -6

sub in x = -6

$$3^{-6+2}=-k$$

Then you get

$$3^{-4}=-k$$

Which gives

$$k=-1/81$$

[tulip cloud]

Glar3

[wary vortex]

Which happens to lie on the graph? Anyone who looks here, is this correct?

[strong plume]

load shedding

[strong plume]

hmm?