I need help with my calculus exam.

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My calculus 1 midterm is at 10:00 am to 10:50 am.

The material is Implicit Differentiation

(Derivatives involving logarithms, exponential functions, and/or inverse trig functions

Logarithmic Differentiation (NOT the same as derivatives of logarithmic functions)

Given a position function, answer questions about the velocity and acceleration

Given a function, find intervals of increase/decrease, coordinates of local extrema, intervals of upward/downward concavity, coordinates of point(s) of inflection, and, finally, sketch the graph of the function using the information you just found.

Find the differential dy for y = f(x)

Use L'Hopital's Rule (including, possibly, having to use the natural log in the process).

Related Rates problem (you will be given any helpful geometric formulas)

Optimization problem (including using the SECOND DERIVATIVE TEST to show your answer is the optimizing value.)

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