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Function question!! (question in comments)
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Given f(x) =x^2- 1, find the value \[\frac{ f(x+h) - f(x) }{ h }\]
I just need help in getting started please! :)
Would the next step be\[\frac{ ((x^2 - 1) +h) - (x^2 - 1) }{ h }\]
your step isn't correct. (x^2+2xh+h^2-1-x^2+1)/h=2x+h that's the answer :)
How did you get there? But thank you!
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f(x+h) means replace x with (x+h) in the expression x^2 -1 in other words ( (x+h)^2 -1)
Oh so I just substituted into the wrong equation. I see now! Thank you. that was super helpful
it's confusing because they use x in both places. if we had f(y) = y^2 - 1 and we want f(x+h) we replace y with (x+h): ( (x+h)^2 ) - 1
Ohh I see. Okay, thank you for explaining!! :)
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