calculus-integrals

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CALCULUS
INTEGRALS
DEFINITE INTEGRAL DEFINITION
where
COMMON INTEGRALS
and
FUNDAMENTAL THEOREM OF CALCULUS
where f is continuous on [a,b] and
INTEGRATION PROPERTIES
APPROXIMATING DEFINITE INTEGRALS
TRIGNOMETRIC SUBSTITUTION
Left-hand and right-hand rectangle approximations
EXPRESSION
EXPRESSION EVALUATION
SUBSTITUTION
IDENTITY USED
Midpoint Rule
Trapezoid Rule
APPROXIMATION BY SIMPSON RULE FOR EVEN N
INTEGRATION BY SUBSTITUTION
where
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INTEGRATION BY PARTS
or
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