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Course: Integral Calculus?>?Unit 3
Lesson 2: Straight-line motion- Motion problems with integrals: displacement vs. distance
- Analyzing motion problems: position
- Analyzing motion problems: total distance traveled
- Motion problems (with definite integrals)
- Analyzing motion problems (integral calculus)
- Worked example: motion problems (with definite integrals)
- Motion problems (with integrals)
- Average acceleration over interval
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Analyzing motion problems (integral calculus)
Problem
Divya received the following problem:
A particle moves in a straight line with velocitymeters per second, where is time in seconds. At , the particle's distance from the starting point was meters in the positive direction. What is the particle's position at seconds?
Which expression should Divya use to solve the problem?