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    Hi, I'm a bit stuck on part b and c of this question

    a) express f(x) = 2x+5/x+3 -1/(x+3)(x+2) as a single fraction : i got 2x+3/x+2

    b) hence show that f9x) = 2 - 1/x+2, x>-2 : i have no idea where to start with this question!

    c) the curve y=1/x, x>0 is mapped onto the curve y=f(x) using 3 successive transformations T1, T2 and T3, where T1 and T3 are translations

    describe fully T1, T2, AND T3

    Thanks for the help/advice!
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    (Original post by cesecky)
    Hi, I'm a bit stuck on part b and c of this question

    a) express f(x) = 2x+5/x+3 -1/(x+3)(x+2) as a single fraction : i got 2x+3/x+2

    b) hence show that f9x) = 2 - 1/x+2, x>-2 : i have no idea where to start with this question!

    c) the curve y=1/x, x>0 is mapped onto the curve y=f(x) using 3 successive transformations T1, T2 and T3, where T1 and T3 are translations

    describe fully T1, T2, AND T3

    Thanks for the help/advice!
    For b) you can use a division method e.g. long division if you've learn that?
 
 
 
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