Question 4

You have \($frac1(details...)\) of a (((i)*(t))*(e))*(m) left over from (((m)*(e))*(a))*(l).  If you sent \($frac2(details...)\) of the leftover

(((i)*(t))*(e))*(m) home with your (((((f)*(r))*(i))*(e))*(n))*(d), how much of the (((i)*(t))*(e))*(m) do you have left (((((((l)*(o))*(c))*(a))*(t))*(i))*(o))*(n)? 

Enter the fraction \(\dfrac{5}{4}\) as "5/4" or enter the mixed number \(1\dfrac{3}{4}\) as "1+3/4".

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