Flashcard Set: Calculus
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d/dx c d/dx [f(x) + g(x)] d/dx [f(x)g(x)] Chain rule d/dx c*f(x) d/dx f(x)-g(x) d/dx f(x)/g(x) d/dx x^n d/dx e^x d/dx lnx d/dx a^x d/dx sinx d/dx cosx d/dx tanx d/dx sec d/dx (sin^-1 x) d/dx tan^-1 x x = constant and a function adding subtract by a derivtative devide by derivative * by d/dx complciated log naturale e exponential sinx cos tan cot secx csc sec^2 csc^2 secxtanx cscxcotx slope limit integral definite integral indefinite integral fundamental therom of calculus (part ... FTC part 2 Graph of the natural logarithm funct... Illustration of a unit circle. Th... numbers on the unit circle trig on unit circle acceleration antiderivative
d/dx c d/dx [f(x) + g(x)] d/dx [f(x)g(x)] Chain rule d/dx c*f(x) d/dx f(x)-g(x) d/dx f(x)/g(x) d/dx x^n d/dx e^x d/dx lnx d/dx a^x d/dx sinx d/dx cosx d/dx tanx d/dx sec d/dx (sin^-1 x) d/dx tan^-1 x x = constant and a function adding subtract by a derivtative devide by derivative * by d/dx complciated log naturale e exponential sinx cos tan cot secx csc sec^2 csc^2 secxtanx cscxcotx slope limit integral definite integral indefinite integral fundamental therom of calculus (part ... FTC part 2 Graph of the natural logarithm funct... Illustration of a unit circle. Th... numbers on the unit circle trig on unit circle acceleration antiderivative
