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MEDIUM
SUBJECT

Application Of Integrals Calculus Maths Problems and Solutions

Many students find Application Of Integrals for Calculus particularly challenging. Strengthen your concepts and gain confidence for your exams by solving free questions for Application Of Integrals from for Calculus preparation.

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Question
Level
Action
What is the average value of $$\sqrt{x}$$ on the interval $$[5,12]$$ ? ......
Level 1
What is the average value of $$\frac{1}{x}$$ on the interval $$4 \leq x \leq 8$$ ? ......
Level 1
Consider the following problem: The number of people in Bernardo's social network is increasing at ......
Level 1
What is the area of the region between the graphs of $$f(x)=3 e^{x}$$ and $$g(x)=-2$$ from $$x=0$$ ......
Level 1
What is the area of the region between the graphs of $${f}({x})=-x^{2}+2 x+12$$ and $$g({x})=x^{2}-1......
Level 1
What is the average value of $$-x^{2}+3$$ on the interval $$[0,6]$$ ? ......
Level 2
What is the average value of $$14-6 x^{2}$$ on the interval $$[-1,3]$$ ? ......
Level 2
Nara received the following problem: A particle moves in a straight line with velocity $${v}({t})=-......
Level 2
Dian received the following problem: A particle moves in a straight line with velocity $${v}({t})$$......
Level 2
Mapiya received the following problem: A particle moves in a straight line with velocity $${v}({t}......
Level 2
Zaiden received the following problem: A particle moves in a straight line with velocity $$v(t)$$ ......
Level 2
A particle with velocity $${v}({t})=3 \sqrt{t}$$, where $$t$$ is time in seconds, moves in a straigh......
Level 2
The velocity of a particle moving along the $${x}$$-axis is $$v(t)=\cos (t)$$. At $$t=\frac{\pi}{2}$......
Level 2
As a particle moves along the number line, its position at time $$t$$ is $$s(t)$$, its velocity is ......
Level 2
A particle with velocity $$v(t)=\sin (t)$$, where $$t$$ is time in seconds, moves in a straight line......
Level 2
A grocery store receives a shipment of bananas. The percent of the shipment that is still suitable f......
Level 2
The function $${b}({t})$$ gives the temperature (in degrees Celsius) of a pan of brownies by time $$......
Level 2
The amount of gasoline stored at a fuel station is decreasing at a rate of $$r(t)$$ liters per hour ......
Level 2
Consider the following problem: The depth of the snow on Cam's driveway is increasing at a rate of ......
Level 2
Consider the following problem: The population of ants in Chloe's ant farm changes at a rate of $$r......
Level 2