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Consider the triangle ABC. Denote h the altitude through B and D the point where h intersects the (extended) base AC Cosine function for triangle ADB.
cos α= x/c => x=c*cos α
Using: Tan(x) = Sin(x)/Cos(x)
Using: Cos(x) = sqrt(1-Sin2(x))
Cos(A) = sqrt(1-Sin2(A)) = sqrt(1-1/3) = sqrt(2)/sqrt(3)
Therefore: Tan(A) = Sin(A)/Cos(A) = (1/sqr...
The "chain rule" is a handy little tool that we can use to find the derivative of a complicated function. Specifically, we use the chain rule when we have functions within functions. But what ...
We start by letting yp = ax+b, as suggested, and finding the derivative yp' = a. Substituing into ODE (by way of matching coefficients) gives a pair of simulataneous (algebraic) equations:
(1) 2a=...
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