SOLUTION: if you row 360 feet against the current in 6 minutes and 500 feet with the current in 5 minutes how fast is the current?

Algebra.Com
Question 221733: if you row 360 feet against the current in 6 minutes and 500 feet with the current in 5 minutes how fast is the current?
Answer by rapaljer(4671)   (Show Source): You can put this solution on YOUR website!
Let x= speed in still water
c= speed of current
Rate = Dist/Time

x+c = rate with the stream= 500 feet/5 min
x-c= rate against the stream=360 feet/6 min

x+c=100
x-c=60

Add the equations together:
2x=160
x=80 ft/min= speed in still water

x+c=100
80+c=100
c=20 ft/min= speed of current

R^2

Dr. Robert J. Rapalje

RELATED QUESTIONS

with the current, joe can row a canoe 3 miles in 12 mins. Against the current, he... (answered by stanbon)
with the current, joe can row a canoe 3 miles in 12 mins. Against the current, he... (answered by nyc_function)
A young shinobi can row 2 miles against the current in his native river in 15 minutes. He (answered by lwsshak3)
A man rows a boat 500 feet upstream against a constant current in 10 minutes. He the rows (answered by TimothyLamb)
With the aid of the current, Joe can row a canoe 3 miles in 12 minutes. Against the... (answered by Alan3354)
with the aid of the current, cathy can row a boat 3 miles in 15 minutes. However, against (answered by solver91311)
A man rows a boat 420 feet upstream against a constant current in 12 minutes. He then... (answered by solver91311)
A man rows a boat 240 feet upstream against a constant current in 8 minutes. He then rows (answered by Alan3354)
A man rows a boat 630 feet upstream against a constant current in 14 minutes. He then... (answered by ankor@dixie-net.com)