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Mathematics 16 Online
TETSXPREME:

@scaryperson

TETSXPREME:

1 attachment
ScaryPerson:

ok

ScaryPerson:

So since we dont have another end number to add to 2,, then -2 would be our end number. Use the process of elimantion to select the answers with -2 at the end

TETSXPREME:

D and b?

ScaryPerson:

Yes

ScaryPerson:

NOw look at the answer selection. Add 10 and 4, Tell me what you get

TETSXPREME:

14?

ScaryPerson:

yes. Now which answer has that in it

TETSXPREME:

D

ScaryPerson:

Yes!

TETSXPREME:

Ty sm

ScaryPerson:

yw

AZ:

@scaryperson wrote:
NOw look at the answer selection. Add 10 and 4, Tell me what you get
This is wrong

ScaryPerson:

How? Your combining like terms. I am literally doing this in my class

ScaryPerson:

10x and 4x.

ScaryPerson:

And every other question was the exact same and those were right, and we did them the same way this one is, so its not wrong

AZ:

The question states \(f(x) = 3^x + 10x\) \(g(x) = 4x - 2\) and they want us to find \( (f-g)(x)\) that's the same thing as \( f(x) - g(x)\) which means if you plug in what they originally told us, you'd get \(\color{red}{ f(x)} - \color{green}{g(x)}\) \(\color{red}{f(x)} = \color{red}{3^x + 10x}\) \(\color{green}{g(x)} = \color{green}{4x - 2}\) so \(\color{red}{ f(x)} - \color{green}{g(x)}\) is equal to \(\color{red}{(3^x + 10x)} - \color{green}{(4x - 2)}\) and now you need to simplify

ScaryPerson:

Bruh. they already said the answer was right smh

AZ:

It's okay to admit that you're wrong once in a while

ScaryPerson:

I do admit im wrong. But in this case, the person who asked the question said the answer i put down was right jeez.

ScaryPerson:

ima dip now. you dont have to stalk up on every question im in man

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