The integral of e^{ax}cos(nx) is (ne^{ax}sin(nx))/(n^2+a^2)+(ae^{ax}cos(nx))/(n^2+a^2)+C

sin(ax)cos(bx) as a sum or difference of single sines or cosines. For example, by adding the first two identities we get 2sin(A)cos(B) = sin(A + B) + sin(A – B) so sin(A)cos(B) =

2014年11月14日 · In physics we use the formulas Ax = x cos(angle) and Ay = y sin(angle) to find the x or y component of a vector. How do these formulas work, and what all...

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The Knee Outcome Survey (KOS) is a patient-completed questionnaire that provides a percentage of disability during every day activities (activities of daily living subscale) or sports …

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The object Vector represents a three-dimensional euclidean vector To deeply understand most vectors in kOS, you have to understand a bit about the underlying coordinate system of KSP. …

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These functions are built-in for performing basic math operations in kOS. There is a bound variable called CONSTANT which contains some basic fundamental constants about the …

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