yA 4- 3- 2 1-k- 1| 1. 3-x-9 4 10 12X -1- -2- ---12 + 8x – x² -3- -4- Figure 2: y = f(x) %3D Evaluate the integrals of the functions graphed in the Figure 2 and 3 using the formulas for areas of triangles and circles, and subtracting the area below x-axis :
yA 4- 3- 2 1-k- 1| 1. 3-x-9 4 10 12X -1- -2- ---12 + 8x – x² -3- -4- Figure 2: y = f(x) %3D Evaluate the integrals of the functions graphed in the Figure 2 and 3 using the formulas for areas of triangles and circles, and subtracting the area below x-axis :
Calculus: Early Transcendentals
8th Edition
ISBN:9781285741550
Author:James Stewart
Publisher:James Stewart
Chapter1: Functions And Models
Section: Chapter Questions
Problem 1RCC: (a) What is a function? What are its domain and range? (b) What is the graph of a function? (c) How...
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4-
3-
2-
|1- x – 1|
1-
3- x - |
8
10
12X
-1-
-2-
---12 + 8x – x²
-3-
Figure 2: y = f(x)
Evaluate the integrals of the functions graphed in the Figure 2 and 3
using the formulas for areas of triangles and circles, and subtracting the area below
X-ахis :"
Transcribed Image Text:YA
4-
3-
2-
|1- x – 1|
1-
3- x - |
8
10
12X
-1-
-2-
---12 + 8x – x²
-3-
Figure 2: y = f(x)
Evaluate the integrals of the functions graphed in the Figure 2 and 3
using the formulas for areas of triangles and circles, and subtracting the area below
X-ахis :
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57
V-72 + 18x – x²
3+
2x – x2
2
-1-
4
9,
10
12X
-2-
x - 4| – 2
Figure 3: y = f(x)
4.
2."
Transcribed Image Text:YA
57
V-72 + 18x – x²
3+
2x – x2
2
-1-
4
9,
10
12X
-2-
x - 4| – 2
Figure 3: y = f(x)
4.
2.
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