@scaryperson
ok
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
D and b?
Yes
NOw look at the answer selection. Add 10 and 4, Tell me what you get
14?
yes. Now which answer has that in it
D
Yes!
Ty sm
yw
How? Your combining like terms. I am literally doing this in my class
10x and 4x.
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
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
Bruh. they already said the answer was right smh
It's okay to admit that you're wrong once in a while
I do admit im wrong. But in this case, the person who asked the question said the answer i put down was right jeez.
ima dip now. you dont have to stalk up on every question im in man
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