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考试ple Questions
考试ple Question #79 :Integral Applications
Find the area under the curve forfromto
Finding the area of a region is the same as integrating over the range of the function and it can be rewritten into the following:
Solution:
This function is negative from, and positve everywhere else. Split this integral up into 3 pieces, multiplyingregion by, and sum everything up.
In other words, find this sum.
First piece:
Second piece:
Third piece:
Sum:
, when rounded, is
考试ple Question #80 :Integral Applications
Find the area under the curve forfromto
Finding the area of a region is the same as integrating over the range of the function and it can be rewritten into the following:
Solution:
This function is negative from, and positve everywhere else. Split this integral up into 2 pieces, multiplyingregion by, and sum everything up.
In other words, sum up these two integrals.
First piece:
Second piece:
Sum:
The area under the curve is
考试ple Question #21 :Area Under A Curve
Find the area under the curve forfromto
Finding the area of a region is the same as integrating over the range of the function and it can be rewritten into the following:
Solution:
This function is negative from, and positve everywhere else. Split this integral up into 2 pieces, multiplyingregion by, and sum everything up.
In other words, find the sum of these two integrals.
First piece:
Second piece:
Sum:
Add the 2 integrals together.
考试ple Question #22 :Area Under A Curve
Find the area under the curve forfromto
Finding the area of a region is the same as integrating over the range of the function and it can be rewritten into the following:
Solution:
Answer:
考试ple Question #23 :Area Under A Curve
Find the area under the curve forfromto, rounded to the nearest integer.
Finding the area of a region is the same as integrating over the range of the function and it can be rewritten into the following:
Solution:
When rounded, it is equal to
考试ple Question #24 :Area Under A Curve
Find the area under the curve forfromto
Finding the area of a region is the same as integrating over the range of the function and it can be rewritten into the following:
Solution:
After simplifying, the answer is
考试ple Question #25 :Area Under A Curve
Find the area under the curve forfromto, rounded to the nearest integer.
Finding the area of a region is the same as integrating over the range of the function and it can be rewritten into the following:
Solution:
The area under the curve is
考试ple Question #26 :Area Under A Curve
Find the area under the curve forfromto, rounded to the nearest integer.
Finding the area of a region is the same as integrating over the range of the function and it can be rewritten into the following:
Solution:
When rounded, the area under the curve is
考试ple Question #27 :Area Under A Curve
Find the area under the curve forfromto
Finding the area of a region is the same as integrating over the range of the function and it can be rewritten into the following:
Solution:
When rounded to the nearest integer, the area under the curve is
考试ple Question #28 :Area Under A Curve
Find the area under the curve forfromto, when rounded to the nearest integer.
Finding the area of a region is the same as integrating over the range of the function and it can be rewritten into the following:
Solution:
When rounded, the area under the curve is
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