Asked by Ramie
If sally can type a certain number of mailing labels in 6 hours and eric and sue working together can type the same number of mailing lables in 4 hours, find how long it takes eric alone to type the mailing labels.
Answers
Answered by
drwls
Assume there are N labels.
Sally mails S labels/h
Eric labels E labels/h
6 S = N
4 S + 4 E = N
4S + 4 E = 6 S
2 S = 4 E
S = 2 E
E is half as fast as S, and woul;d take 12 hours alone.
Sally mails S labels/h
Eric labels E labels/h
6 S = N
4 S + 4 E = N
4S + 4 E = 6 S
2 S = 4 E
S = 2 E
E is half as fast as S, and woul;d take 12 hours alone.
Answered by
Ramie
thanks drwls!
are you available to answer one right now?
are you available to answer one right now?
Answered by
Ramie
Alex can run 5 miles per hour on levelground on a still day. One windy day he runs 11 miles with the wind, and in the same amount of time runs 4 miles against the wind. What is the rate of the wind?
Answered by
serj
Read the second bullet point on the first page, in the bold and italics, at the end of the second sentence.
I seriously, seriously hope you weren't dumb enough to use your real first name. Mine definitely isn't Serj.
time = distance/rate and you set the rate up as (5+x) and (5-x) where x is the wind rate. The distance is obvious. solve for x.
I seriously, seriously hope you weren't dumb enough to use your real first name. Mine definitely isn't Serj.
time = distance/rate and you set the rate up as (5+x) and (5-x) where x is the wind rate. The distance is obvious. solve for x.
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