SOLUTION: A father and son are digging a garden that is 7 feet long and 5 feet wide. The father, working alone, can dig the garden in 3 hours. The son can do the job in 4 hours. If they both

Algebra.Com
Question 288771: A father and son are digging a garden that is 7 feet long and 5 feet wide. The father, working alone, can dig the garden in 3 hours. The son can do the job in 4 hours. If they both work together, how long would the two need to complete the task? (Round your answer to the nearest tenth.)
Answer by richwmiller(17219)   (Show Source): You can put this solution on YOUR website!
There is more info than needed. We don't need the measurements of the garden.
x/3+x/4=1
4x+3x=12
7x=12
x=12/7
They can complete the job in 12/7 hours
12/7 = 1 5/7=1hour and 43 minutes= 1.7 hours

Dad will do 4/7 and son will do 3/7 of the job

RELATED QUESTIONS

A father and son are digging a garden that is 7 feet long and 5 feet wide. The father,... (answered by Fombitz)
I have been unable to come up with an equation to solve this problem. Could I get some... (answered by edjones)
Two brothers are digging a drainage ditch for a french drain around their home. The ditch (answered by ptaylor)
what is the perimeter of a garden that is 20 feet long and 15 feet... (answered by checkley77,rfer)
A father and his son can dig a well, if the father works 6 hours and his son works 12... (answered by Glaviolette)
two brothers are digging a drainage ditch for a french drain around there home. the ditch (answered by solver91311)
A garden is 4x feet long and 5x feet wide. Write an expression (in simplest form) that... (answered by Alan3354)
father and a his son can dig a well if the father works 6 hours and his son works 12... (answered by josmiceli,stanbon,josgarithmetic)
A father and his son can dig a well if the father work 6 hours and his son does 12 hours... (answered by ikleyn)