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Suppose that f and h are integrable and that: i fx) = -1, f(x) dx = 5, h (x) dx = 4 ,Find: a. S–2 f(x) dx b. if(x) + h(x)] dx c. S, f (x) dx

Suppose that f and h are integrable and that: i fx) = -1, f(x) dx = 5, h (x) dx = 4 ,Find: a. S–2 f(x) dx b. if(x) + h(x)] dx c. S, f (x) dx

Algebra & Trigonometry with Analytic Geometry
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter5: Inverse, Exponential, And Logarithmic Functions
Section5.3: The Natural Exponential Function
Problem 1E
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Example 2 Hw ...................... Suppose that f and h are integrable and that: Si f(x) = -1 , f(x) dx = 5 , h (x) dx = 4 S, f(x) dx = 5 , Sh (x) dx = 4 , Find: %3D a. -2 f(x) dx b. ifx) + h(x)] dx c. f (x) dx d. 12 f(x) – 3 h(x)] dx e. S f(x) dx f. S, h (x) - f(x)]dx Theorem
Transcribed Image Text:Example 2 Hw ...................... Suppose that f and h are integrable and that: Si f(x) = -1 , f(x) dx = 5 , h (x) dx = 4 S, f(x) dx = 5 , Sh (x) dx = 4 , Find: %3D a. -2 f(x) dx b. ifx) + h(x)] dx c. f (x) dx d. 12 f(x) – 3 h(x)] dx e. S f(x) dx f. S, h (x) - f(x)]dx Theorem
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