Complete the missing ones: (those highlighted ones) Integrate: 2x [cscs (²) dx SC 3 [csc (3) dx = [(ITEM C1) dx = [ (csc ² (²+)) * esc² (²) dx = f((ITEM C2))² csc² ( sc² (²x) dx = [(ITEM C3) csc² (²) dx -[cot (2) csc (²) dx + 2 [cot* (²) esc² (²) dx + [csc² (2) dx 1 (²) Let u = cot du (ITEM C4) dx (ITEM C5) - csc² (2) dx - [² (2)+2² (2) + (UTEM CG) = (2) (7) + (ITEM C7) + (-2) + C
Complete the missing ones: (those highlighted ones) Integrate: 2x [cscs (²) dx SC 3 [csc (3) dx = [(ITEM C1) dx = [ (csc ² (²+)) * esc² (²) dx = f((ITEM C2))² csc² ( sc² (²x) dx = [(ITEM C3) csc² (²) dx -[cot (2) csc (²) dx + 2 [cot* (²) esc² (²) dx + [csc² (2) dx 1 (²) Let u = cot du (ITEM C4) dx (ITEM C5) - csc² (2) dx - [² (2)+2² (2) + (UTEM CG) = (2) (7) + (ITEM C7) + (-2) + C
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter3: Functions And Graphs
Section3.5: Graphs Of Functions
Problem 61E
Related questions
Question
![Complete the missing ones: (those highlighted ones)
Integrate:
2x
(²²)
3
CSC6
[csc (3) dx = [(ITEM C1) dx
-[(esc² (²))* ese² (²) de
dx
= f((ITEM C2))² csc² (
sc² (²x) dx
dx
= [(ITEM C3) csc² (²) dx
- fcot (²) esc² (²) dx + 2 fcot* (*) esc² (²) dx + [ <sc² (²) dx
1 (²)
Let u = cot
du
dx
(ITEM C4)
(ITEM C5) - csc² (2) dx
- [₁² (2) + 2√²+(-2) + (UTEM CG)
= (2) (+7) + (ITEM C7) + (-2) + C
-3 cot² (²)
14
+ [ITEM C8) - (ITEM (9) + C](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F1cdb4c9c-3700-4137-91b7-84cf3024b551%2F072741d9-19e0-4e64-9d82-9adf6ddd9425%2Fgwvf92_processed.png&w=3840&q=75)
Transcribed Image Text:Complete the missing ones: (those highlighted ones)
Integrate:
2x
(²²)
3
CSC6
[csc (3) dx = [(ITEM C1) dx
-[(esc² (²))* ese² (²) de
dx
= f((ITEM C2))² csc² (
sc² (²x) dx
dx
= [(ITEM C3) csc² (²) dx
- fcot (²) esc² (²) dx + 2 fcot* (*) esc² (²) dx + [ <sc² (²) dx
1 (²)
Let u = cot
du
dx
(ITEM C4)
(ITEM C5) - csc² (2) dx
- [₁² (2) + 2√²+(-2) + (UTEM CG)
= (2) (+7) + (ITEM C7) + (-2) + C
-3 cot² (²)
14
+ [ITEM C8) - (ITEM (9) + C
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