Find the total area between the region and x-axis
3 2 , 2 2
3 2
y x
Answers
Answered by
0
Answer:
8
Step-by-step explanation:
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Find the total area between the curve y=x
3
and the x-axis between x=−2 and x=2.
Medium
Solution
Correct option is
D
8
Required Area = ∫
0
2
x
3
dx+∫
−2
0
x
3
dx
=[
4
x
4
]
0
2
+[
4
x
4
]
−2
0
=
4
16
+(−
4
16
)
We would take −
4
16
as positive as it is area.
Thus, required area = 4+4=8 sq.units
Answered by
0
Answer:
Correct option is
D
8
Required Area = ∫
0
2
x
3
dx+∫
−2
0
x
3
dx
=[
4
x
4
]
0
2
+[
4
x
4
]
−2
0
=
4
16
+(−
4
16
)
We would take −
4
16
as positive as it is area.
Thus, required area = 4+4=8 sq.units
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