Frank owns a clothing store that sells shorts and graphic T-shirts. He sells the shorts for $14 each and the T-shirts for $6 eac
h. He is limited to the constraints shown by the set of inequalities below. Which of the points (s,t) will maximize Frank's revenue? s≤ 18-0.5t
s≥ 10-t
s≤ 30-t
s≥0
t≥0
Let s be the number of shorts and t be the number of T-shirts. s shorts cost $12s and t T-shirts cost $5t, then you have to find min and max value for the function f(s,t)=12s+5t.
The shaded domain (see image) is defined from the system of unequalities. The green lines are the graphs of function f(x,y) and it intersects domain in first point (0,5) (the minimum point) and in last point (20,0) (the maximum point). So,
Let the total amount of pages be t t=30+1/8t+2/8t now simplify t=30+3/8t 5/8t=30 divide 30 by 5 1/8=6 now you know 1/8 of the book is 6 pages which means the whole book has 48 pages.
