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Thread: a few more confusing problems...

  1. #1

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    a few more confusing problems...

    I have a few problems which are really confusing me, if someone can do one of these out for me, i'd appriciate it.

    Code:
    y^2-9         8
    -------    X  -----
       4             y+3
    
    
    s^2 + 2s - 8            s+5
    ----------------   X   -----------
    s^2 +3s -10           s^2-16
    
    
    
    5m                25m^2
    -------     /    ------------
    m+1             m^2 + 2m +1

    thanks,

    Dimava
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  2. #2
    I don't do your homework! opus's Avatar
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    The first one
    -1- (y^2-9)/4 * 8/(y+3)
    -2- ((y^2-9)*8)/(4*(y+3))
    -3- ((y+3)*(y-3)*8)/(4*(y+3)) remember the 3. Binom?
    -4- ((y+3)*(y-3)*2)/(1*(y+3))
    -5- ((y+3)*(y-3)*2)/(y+3)
    -6- (y-3)*2)
    -7- 2y-6
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  3. #3
    I don't do your homework! opus's Avatar
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    The third comes to
    1/5* (1+1/m^2)
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  4. #4
    So Unbanned DiGiTaIErRoR's Avatar
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    The second comes to:

    Code:
     1
    ---
    s-4

  5. #5
    So Unbanned DiGiTaIErRoR's Avatar
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    Originally posted by opus
    The third comes to
    1/5* (1+1/m^2)
    I got

    Code:
    m + 1
    -----
     5m
    For the third.

    Your solution has the m's squared. Otherwise we got the same solution.

  6. #6

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    a few more problems...

    please bear with me i know im posting more than a couple, but i've done a few hundred problems on my own already...


    Code:
                6
    x   -    ------
               x+2
    _______________
                8
    x   +   -------
                x+5
    Code:
    What are the excluded values of y in the expression 
    
    y^2  +  y  - 2          y^2-5y+5
    ------------------  *  -------------------
    y^2 - 2y - 15           y^2 + 5y +6
    Code:
    Use long division to find the quotient 
    
    (t^2 +4t -6) / (t+5)
    Code:
    An airplane can fly at a rate of 525 mi/h in still air. It can fly 2800 miles with the wind in the same time that it can fly 2450 miles against the wind. Find the rate of the wind.
    Code:
    I attached this problem because it uses subscripts
    If somebody can help me out with a few of these i'd really appricate it. And if possible I would like to see how you got the answer so I can learn from it.

    thanks,

    Dimava
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  7. #7
    I don't do your homework! opus's Avatar
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    Originally posted by DiGiTaIErRoR
    I got

    Code:
    m + 1
    -----
     5m
    For the third.

    Your solution has the m's squared. Otherwise we got the same solution.
    OK, I see my error, thanks
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  8. #8
    I don't do your homework! opus's Avatar
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    For sure I have to do the airplane question:
    speed =525 mph
    Distance against wind 2450 m
    distance with wind 2800 m

    2800m/(525mph+x mph)=2450m/(525mph-x mph)

    solve that and you get a wind of 35 mph
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  9. #9
    I don't do your homework! opus's Avatar
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    on the second
    excluded are all values that will leed to a division thru 0.

    first one
    y^2 -2y-15
    same as (y-5)*(y+5)
    which would be 0 if y=5 or y=3

    second one
    y^2+5y+6 will only by = if y=-2

    So excluded are -2 , 3 and 5
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  10. #10

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    thanks, wouldn't it be 5, -2, -3 though?
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  11. #11
    I don't do your homework! opus's Avatar
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    You're correct, sorry
    it must read:
    first one
    y^2 -2y-15
    same as (y-5)*(y+3 )
    which would be 0 if y=5 or y=-3
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  12. #12
    I don't do your homework! opus's Avatar
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    on the last one

    1/Rt=1/R1 + (1/(R2 +R3)) | -(1/R1)
    1/Rt -1/R1=1/(R2 + R3) | * (R2 + R3)
    (1/Rt -1/R1)*(R2 + R3)=1 |/(1/Rt -1/R1)
    (R2 + R3)=1/(1/Rt -1/R1) | -R3
    R2= 1/(1/Rt -1/R1) -R3

    R2= 1/(1/2 - 1/5) - 3

    R2=1/3
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  13. #13

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    ok sounds good thanks

    now if i could get the 1st and 3rd, it would be perfect
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  14. #14
    I don't do your homework! opus's Avatar
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    The first puh, er, ?????
    The third, what is a Long division?
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  15. #15
    I don't do your homework! opus's Avatar
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    on the third I only get

    (t^2+4t-6)/(t+5)
    (t+5)*(t-1)-5/(t+5)
    [(t+5)*(t-1)/(t+5)] -5/(t+5)
    (t-1) - 5/(t+5)
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