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These are the Lecture Notes of Calculus which includes Integration of Rational Functions, Partial Fraction, Cover Up, Tan, Divided By etc. Key important points are: Difference Quotient, Objective, Average Rate, Function, Given Values, Precalculus, Equation, Secant Line Containing
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Difference Quotient - Objective 11
Find the average rate of change for the function between 14) f(x) = 4 the given values.
f(x) = -3x^2 x; from 5 to 6
f(x) = ~2x - 1; from 1 to 5
Find an equation of the secant line containing (1, £(1» and (2, £(2».
For the function, find the average rate of change of f from 1 to x: f(x) - f(1) 1 ,x=
f(x) =-2x
f(x) x^2 2x
x+
Find .and simplify the difference quotient f(x+h)-f(x) .. h ' h= 0 for the gIven function.
~t2-) ::.J'(n21 '::. 2
~(~) -=-fz7 ~~ x, 'r \
z , b)
~ ()< \ "- '/.. '. - i-..
_iu_ = 1! - h..- ~O
~(2.'):O.?-
_'2.~'8-'L~" )
1M _ CD -0 - ~ - to
'f -'1 ( "'- 1M l ~ -1'
'f = eolJ(--)
~~b_.