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- Line 1 "Differential calculus is all about finding the slope of a curve. "
- Line 15 is very inaccurate.
- Line 18 is not concise.
- In Line 46 you should mention that c is a constant and n is non-zero.
- Learning differentiation without learning limit?
- Use "\mathrm dx" instead of "dx" when typesetting.
- Line 70 should be in the beginning.
- Line 64 can be elaborated like each of the three rules below.
- Line 82 contains no mention that sin/cos = tan.
- Line 87 is wrong. 1/cos^2(x) does not evaluate to sin^2(x).
Integrals - Line 1 "The point of the integral is to find the area under a curve. "
- Line 2 area > signed area
- Line 62 this is not called the product rule
- Line 63 what is wrong here?
Limits - Line 1 "The purpose of limits is to find what a function approaches at a certain number that it is not defined for. "
- Line 8 The constant e is not 2.72.
- Line 23 it's called an "indeterminate form".
- Line 104 integral?
Terms To Know - Line 16...
- Line 20 is plain wrong.
- Line 25: actually you don't do work when carrying a book horizontally.
Solutions - Line 7: use (x^2 - 5) instead of x^2 - 5.
- Line 10: I think you meant \int^5_3.
- Line 11: parentheses.
- Line 18: wrong variable.
- Line 32: some typo.
- Line 55: The 5 disappears...
- Line 57: Hooke's law says F = -kx where k is positive, so you can't have 10x....
Thanks to a user on MSE for reviewing this and giving these comments.