1/9 of the shirts sold at Peter's shop are striped. 5/8 of the remainder are printed. The rest of the shirts are plain colored shirts. If Peter's shop has 81 plain colored shirts, how many more printed shirts than plain colored shirts does the shop have?
Answers
Answer:
54
Step-by-step explanation:
Since 1/9 the shirts sold at Peter's shop are striped. There are 8/9 re-meaning shirts. 5/8 of the 8/9 are printed so 5/8 x 8/9 = 5/9. So 5/9 of the shirts are printed. The remaining amount of shirts are plain colored, so 1/3 of the shirts are plain colored. Since 81 are plain colored, we can write the equation:
x/3 = 81
x=243
x is the total amount of shirts sold.
Therefore since 5/9 of the shirts are printed (5(243))/9 = 135
135-81 = 54
54
Step-by-step explanation:
Since 1/9 the shirts sold at Peter's shop are striped. There are 8/9 re-meaning shirts. 5/8 of the 8/9 are printed so 5/8 x 8/9 = 5/9. So 5/9 of the shirts are printed. The remaining amount of shirts are plain colored, so 1/3 of the shirts are plain colored. Since 81 are plain colored, we can write the equation:
x/3 = 81
x=243
x is the total amount of shirts sold.
Therefore since 5/9 of the shirts are printed (5(243))/9 = 135
135-81 = 54