The problem and instructions need to be stated, more points taken off if problem and instructions are not stated next time Also, please leave space between problems for my comments. MUST BE TYPED...

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The problem and instructions need to be stated, more points taken off if problem and instructions are not stated next time


Also, please leave space between problems for my comments.



MUST BE TYPED USING MATH LAB OR MATH TYPE. PLEASE RETYPE THE QUESTION STATE THE SECTION AND EXERCISE NUMBER AND ALL WORK MUST BE SHOWN.







Self-Check Activity 11



Showing all work, complete the following self-check exercises from your textbook:









  • Section 6.1:
    exercises 1, 2, 6


  • Section 6.4.1-2:
    exercises 165, 167


  • Section 6.5.1:
    exercises 224, 226, 228



Section 6.5.3:
exercises 218, 220




21082 46395 96517 20104 7143
Answered 3 days AfterAug 02, 2021

Answer To: The problem and instructions need to be stated, more points taken off if problem and instructions...

Anil answered on Aug 06 2021
144 Votes
Que 1. Find the area between curve:
? = ?? − ? ??? ? = ?
Answer:
Let’s first find out the intersection point for two cu
rves.
? = ?2 − 3 ??? ? = 1
?2 − 3 = 1
? = ±2
So, both curves intersect at points (−2,1) and (2,1).
Therefore, area between two curve is given by:
???? ? = ∫ (?(?)(????? ?????) − ?(?)(????? ?????))
?2
?1
??
? = ∫ ((1) − (?2 − 3))
2
−2
??
? = ∫ (4 − ?2)
2
−2
??
? = [4? −
?3
3
]
−2
2
= (8 −
8
3
) − (−8 +
8
3
)
? =
32
3
Que 2. Find the area between curve:
? = ?2 ??? ? = 3? + 4
Answer:
Let’s first find out the intersection point for two curves.
? = ?2 ??? ? = 3? + 4
?2 = 3? + 4
?2 − 3? − 4 = 0
(? − 4)(? + 1) = 0
? = 4, −1
If ? = 4, then ? = 16 and if ? = −1, then ? = 1.
So, both curves intersect at points (−1,1) and (4,16).
Therefore, area between two curve is given by:
???? ? = ∫ (?(?)(????? ?????) − ?(?)(????? ?????))
?2
?1
??
? = ∫ ((3? + 4) − (?2))
4
−1
??
? = [
3?2
2
+ 4? −
?3
3
]
−1
4

? = (3 ×
42
2
+ 4 × 4 −
43
3
) − (
3
2
− 4 +
1
3
)
? = 18.667 + 2.167 = 20.834
Que. 6 Find the area between curve:
? = ? ??? ? = ?2
Answer:
Let’s first find out the intersection point for two curves.
? =...
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