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Related Rates #5 Involving Baseball!

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Uploaded by on Oct 9, 2008

Related Rates Involving Baseball!
A problem from UT Austin Calculus 1 course, HW #8.
For more free math videos, visit http://JustMathTutoring.com

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Uploader Comments (patrickJMT)

  • Instead of assigning x to the distance he has already run, I made x the distance between the runner and first base. Then I just changed the sign on dx/dt, making it -20 to reflect the fact that his distance to first base is decreasing at a rate of 20 ft/sec. This allowed me to avoide using the binomial (90 - x) and made the differentiation slightly easier. I got the same answer, but I wanted to know if there is anything wrong with my reasoning here.

  • @dindelicato nope, it is 100% perfect. many ways to do the problem

  • you should be a math TA here in Canada, my university pays like 50/hr for TAs!

  • @23SuS23 i make more than that when i tutor ; )

  • Wait...The deriv of (90-x) is 0 if (90-x)=45...

  • @fcmilsweeper9 nooooooooooooooooooooooooooo

Top Comments

  • then about 10 other people will say: you go too slow

  • @kbyrd817 hahahah. people on the internet prefer to complain though : )

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  • can you please lend me your mind even just for a day?

  • Patrick are you sure the answer to this problem is 4sqrt5?I got -20/sqrt5.Let me know.

  • @fcmilsweeper9 (90-x) is not a constant, it's a variable because it can change.

  • @patrickJMT

    Nvm figured it out : P

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