Wellllllll, I forgot my notebook at school on friday so I guess I'll just explain some stuff by memory.
Throwbacks from Calculus 1!
Throwback from Calc. 1 that can help us in physics!
Position, Velocity, Acceleration.
Velocity is the derivative of Position.
Acceleration is the derivative of Velocity.
Physics explains it as:
Velocity is how fast an x (position) is moving.
Acceleration is how fast you are going faster.
Calculus is basically an easier way to do this.
Antiderivative = Integration.
Anytime you see instantaneous rate of change, just take a derivative and plug in for x.
Trig Problems:
tancot = 1
cot/csc = cos
sin(2x) = 2sin(x)cos(x)
sin(-x) = -sin(x)
QUESTIONS, I'm looking at a MAO test right now that I have.
Oblique asymptote?
When you have an integral from 0 to x^2 and give you a value and say take the derivative. How you do that?
How to do f^(-1)'(x).
Any Volume problems.
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for the integral one, you just take whatevers being integrate and plug in your bounds( ie x^2). Then you're going to multiply by the derivative of your bounds to each...if that makes sense
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