Choose as the right endpolnt of each subinterval. Then So the definite Integral Is glven by 9 dx 3D im Ax lim ERG) Ax T-1 lim %3D lim lim lim 45 !! im 45 fim

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter1: Fundamental Concepts Of Algebra
Section1.4: Fractional Expressions
Problem 64E
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Please answer all parts to this question, thank you; all boxes should be filled in for step 2. Thanks!’
Step 2
Choose c, as the right endpolnt of each subinterval. Then
G= 0 + KAx) =
So the defintbe Integral Is glven by
im
JAI - D
R) Ax
9 dx =
了-1
Iim
1- 1
lim
= lim
Im
lim
45
im
145
Iim
El
Transcribed Image Text:Step 2 Choose c, as the right endpolnt of each subinterval. Then G= 0 + KAx) = So the defintbe Integral Is glven by im JAI - D R) Ax 9 dx = 了-1 Iim 1- 1 lim = lim Im lim 45 im 145 Iim El
Evaluate the definite Integral by the limit definition.
xp 6
Step 1
To find the definite Integral 9
9 dx by the Iimit definition, divide the Interval [2, 7] Inton subintervals.
Then the width of each Interval Is
7-2
Ax =
Note that A
as n o.
Transcribed Image Text:Evaluate the definite Integral by the limit definition. xp 6 Step 1 To find the definite Integral 9 9 dx by the Iimit definition, divide the Interval [2, 7] Inton subintervals. Then the width of each Interval Is 7-2 Ax = Note that A as n o.
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