MATH SOLVE

4 months ago

Q:
# A rocket is divided into three sections. The top section is one-sixth the length of the bottom section. The middle section is one-half the length of the bottom section. The total length of the rocket is 240 ft. Find the length of the top section

Accepted Solution

A:

1. By the information given in the problem above, you have:

- Bottom section=x

- The top section is one-sixth the length of the bottom section.

Top section=x/6

- The middle section is one-half the length of the bottom section.

Middle section=x/2

- The total length of the rocket is 240 ft.

Bottom section+Top section+Middle section=240

x+x/6+x/2=240

2. Then, you have the the bottom section is:

x=144

3. Therefore, the top section is:

Top section=x/6

Top section=144/6

Top section=24 ft

The answer is: 24 ft

- Bottom section=x

- The top section is one-sixth the length of the bottom section.

Top section=x/6

- The middle section is one-half the length of the bottom section.

Middle section=x/2

- The total length of the rocket is 240 ft.

Bottom section+Top section+Middle section=240

x+x/6+x/2=240

2. Then, you have the the bottom section is:

x=144

3. Therefore, the top section is:

Top section=x/6

Top section=144/6

Top section=24 ft

The answer is: 24 ft