Math

[lunar wagon]

What don't you understand?

[uneven hemlock]

Everything

[lunar wagon]

You're just supposed to find the product of the the value of g(x) at -1 and f(x) at -4.
g(-1) is given in the table.

[uneven hemlock]

i see

so X is 0?

for g(-1)

[lunar wagon]

Not quite. You have to look the other way around.

On the left side are values for x. On the right are values for g(x).

[uneven hemlock]

oh ook

[lunar wagon]

(this is true by the way but not relevant for the task)

[uneven hemlock]

how do i find the f(x) if its not given in the table

[lunar wagon]

You look at the graph labeled "f(x)".

[uneven hemlock]

oh i see

so the f(x) is 1?

[lunar wagon]

precisely.

[uneven hemlock]

so then i would multiply -1 and 1?

[lunar wagon]

No, because g(-1) is not equal to 1 according to the table.

[uneven hemlock]

I'm confused

So then what would I multiply

[lunar wagon]

The value of g(x) at -1.

[uneven hemlock]

Yes it is given on the table I see that, but you said I have to find the product

[lunar wagon]

Right. It's just that you got the value of g(-1) wrong.

[uneven hemlock]

Isn't it 0?

[lunar wagon]

No, you need to look the other way around. In the column "x" are values from the x-axis. You need to find the corresponding y-axis values on the right side.

[uneven hemlock]

So it's 4?

[lunar wagon]

Where do you see 4 in the right column?

[uneven hemlock]

I was looking on the graph

Ohh

so it's 5?

[lunar wagon]

Yessir

[uneven hemlock]

Ok bet

now whats the next step

[lunar wagon]

Just multiply the results.

[uneven hemlock]

So then the answer would be 5

[lunar wagon]

Nice.