Hey there, folks! Today we're going to review some problems from Chapter 8 of Calculus II. Sounds pretty exciting, right?
Problem 1
Here we have a graph that represents the velocity of a particle moving in a straight line. We need to find the displacement of the particle over the given time interval. To do this, we need to integrate the velocity function.
Don't worry if that sounds complicated, just break it down step-by-step and you'll have it in no time!
Problem 2
Next up, we have a problem involving work. In this scenario, we're asked to find the amount of work required to empty a conical tank.
Remember to use the formula for the volume of a cone to find the height of the tank. Then, use the work formula to calculate the amount of work required.
Phew, those were some tough problems, but we made it through! Keep practicing and you'll be a calculus whiz in no time.
That's all for now, folks. Thanks for tuning in and happy calculating!
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