Question 1194839
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Please simplify this problem and show all the steps so I can understand how it was simplified.

((3+2h)/(1+h)-3)/(2+h-2)
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Hey, here you have a three-store fraction, which is, OBVIOUSLY, may scare you and is difficult to operate with.


In this case, take the upper two-store fraction and simplify it separately as much as you can

    {{{(3+2h)/(1+h)-3}}} = {{{((3+2h)-3*(1+h))/(1+h)}}} = {{{(3+2h-3-3h)/(1+h)}}} = {{{(-h)/(1+h)}}}



Then simplify the denominator in the lowest-store fraction separately

    2 + h - 2 = h


Then divide one part by another - - - quite obvious way to work with many-store fractions

    The given fraction is equal to = {{{(((-h)/(1+h)))/h}}} = {{{-1/(1+h)}}}.   


It is your final answer.
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Solved.