Solve the problem.
-A package in the shape of a rectangular solid is to be mailed. The combination of the girth (perimeter of a cross section defined by w and h) and the length of the package is 60 in. The width is
4 in. greater than the height, and the length is 13 in. greater than the width. Find the dimensions of the
Package.
A) $w = 11$ in., $h = 7$ in., $l = 24$ in
B) $w = 11$ in., $h = 7$ in., $l = 13$ in
C) $w = 10$ in., $h = 6$ in., $l = 28$ in
D) $w = 10$ in., $h = 6$ in. $l = 23$ in

Question

Solve the problem.
-A package in the shape of a rectangular solid is to be mailed. The combination of the girth (perimeter of a cross section defined by w and h) and the length of the package is 60 in. The width is
4 in. greater than the height, and the length is 13 in. greater than the width. Find the dimensions of the
Package. 
A) $w = 11$ in., $h = 7$ in., $l = 24$ in 
B) $w = 11$ in., $h = 7$ in., $l = 13$ in 
C) $w = 10$ in., $h = 6$ in., $l = 28$ in 
D) $w = 10$ in., $h = 6$ in. $l = 23$ in

Quizplus · Accepted Answer

The Answer of Solve the problem.
-A package in the shape of a rectangular solid is to be mailed. The combination of the girth (perimeter of a cross section defined by w and h) and the length of the package is 60 in. The width is
4 in. greater than the height, and the length is 13 in. greater than the width. Find the dimensions of the
Package. 
A) $w = 11$ in., $h = 7$ in., $l = 24$ in 
B) $w = 11$ in., $h = 7$ in., $l = 13$ in 
C) $w = 10$ in., $h = 6$ in., $l = 28$ in 
D) $w = 10$ in., $h = 6$ in. $l = 23$ in

Solve the Problem w=11w = 11w=11 In h=7h = 7h=7 In l=24l = 24l=24

Solve the Problem $w = 11$ In $h = 7$ In $l = 24$