Math 1730

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Calculus

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41 Terms

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product rule
(f(x)g(x))′ = f′(x)g(x) + f(x)g′(x), where f and g are differentiable
(f(x)g(x))′ = f′(x)g(x) + f(x)g′(x), where f and g are differentiable
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quotient rule
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\
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chain rule
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0
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\
\
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(sin *x*)′
cos *x*
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(cos *x*)′
−sin *x*
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(tan *x*)′
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\
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(cot *x*)′
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(sec *x*)′
sec *x* tan *x*
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(csc *x*)′
−csc *x* cot *x*
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*ax* + *C*
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− cos *x* + *C*
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sec *x* + *C*
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ln | sec *x*| + *C*
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ln | sec *x* + tan *x*| + *C*
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ln |*x*| + *C*
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sin *x* + *C*
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− cot *x* + *C*
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cot *x* + *C*
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− csc *x* + *C*
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ln | sin *x*| + *C*
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ln | csc *x* − cot *x*| + *C*
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