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How do you DASH things on Differentiation eg. My tutor said this: y= Root (2x + 1) y`= (2x+1)` --------- (fraction) 2 root(2x+1) = 2 ------ 2 root ( 2x+1) HOW HOW HOW! sorry stress
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I really need help. it due tomorrow. a whole excerise
HELPLPLP
The chan rule\[y(x)=f\big(g(x)\big)\] \[y'(x)=g'(x)f'\big(g(x)\big)\]
No, I DON'T understand the dashing in general. Even a simple equation. I dont know understand how the numbers appear
how does root ( 2x+1) become 2/ (2)(root of 2x+1)
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HOW?
so \[y(x)= \sqrt{2x + 1}=(2x+1)^{1/2}\] \[f(x)=\sqrt x\]\[g(x)=2x+1\] can you tell me \(f'(x)\) ?, \(g'(x)\) ?
f` = 1x f^-1 (^ is power of) CORRECT? WRONG?
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