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10 questions from this quiz
Reverse Chain Rule
Inner function whose derivative is present
Substitute uuu back with xxx expression
Differential of the bracket
ln∣f(x)∣+c\ln |f(x)| + cln∣f(x)∣+c
1n+1(f(x))n+1+c\frac{1}{n+1}(f(x))^{n+1} + cn+11(f(x))n+1+c
tanx−x+c\tan x - x + ctanx−x+c
When a differential relationship exists
ksec2kxk\sec^2 kxksec2kx
cot2x+1≡csc2x\cot^2 x + 1 \equiv \csc^2 xcot2x+1≡csc2x
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