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Problem help

  1. Sep 16, 2006 #1
    An object moves along the x axis according to the equation x(t) = (3.70t^2 - 2.00t + 3.00) m. how do i find its
    instantaneous speed at t = 1.70 s and at t = 3.20 s.

    acceleration between t = 1.70 s and t = 3.20 s.


    thank u. i just started calc 1. please help.
     
  2. jcsd
  3. Sep 16, 2006 #2

    Pyrrhus

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    How's velocity and acceleration defined?
     
  4. Sep 17, 2006 #3
    Think about a graph here, greatest. You've got metres along one axis, and time along the other. Try drawing one. Now, what does the slope represent, and what's a derivative?
     
  5. Sep 17, 2006 #4
    i didnt learn about derivative yet please help. please give me an example.
     
  6. Sep 17, 2006 #5

    arildno

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    Yes, you have.
    Do you know what it means to differentiate a function?
     
  7. Sep 17, 2006 #6
    the graph is a parabola when i graphed it.
     
  8. Sep 17, 2006 #7
    It's all easy stuff when you get the hang of it, greatest. I hesitate to help you with this too much, because if you start flying ahead you might get bored with your coursework. But here's something from google:

    http://simple.wikipedia.org/wiki/Differential_calculus

    "The rate of change of the place of an object is the object's speed, so we can call the function of its speed at any time "speed(t)". The rate of change of speed is called acceleration. We can call the function "acceleration(t)". Mathematically, "speed(t)" is the derivative of "place(t)" and "acceleration(t)" is the derivative of "speed(t)".
     
  9. Sep 17, 2006 #8

    arildno

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    Again:
    What does it mean to differentiate a function?
     
  10. Sep 17, 2006 #9
    another question i attached a graph and i just want to know how i can find the instataneous velocity at 3.3 second. Thanks for all the help. i am getting better.
     

    Attached Files:

  11. Sep 17, 2006 #10
    i got 7.4t-2 for derivative what should i do now.
     
  12. Sep 17, 2006 #11

    arildno

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    How is velocity, as a function of time, related to the position, also conceived of as a function of time?
     
  13. Sep 17, 2006 #12
    velocity is the slope of poistion/time
     
  14. Sep 17, 2006 #13
    can u help me set it up please.
     
  15. Sep 17, 2006 #14

    arildno

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    Which is the same as saying that if you differentiate the position function with respect to time, you get the...?
     
  16. Sep 17, 2006 #15
    i got it the dervaitve of the graph is 7.4t- 2 which equlas the velocity and then the acceleration is 7.4. thank u for all the help.
     
  17. Sep 17, 2006 #16

    arildno

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    Remember to find the instantaneous speeds at the two prescribed moments!
     
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