Asked by Cheyenne
A student walks at a brisk 3.50 mi/hr. Calculate the student's speed in yards/minute.
I have 4 questions just like this one. Could you tell me step by step on how to do the double conversions? Thanks!
I have 4 questions just like this one. Could you tell me step by step on how to do the double conversions? Thanks!
Answers
Answered by
DrBob222
You do them step by step. I use units I have memorized; sometimes that means going around the house more times to get where I'm going but it keeps me from memorizing a book of conversion factors.
3.50 mi/hr to yards/min.
I remember there are 5,280 feet/mi
There are 3 feet/yard
I remember there are 60 min in an hour.
3.50 mi/hr x (5,280 feet/mi) x (1 yd/3 feet) = ? yards/hr. Note I worked ONLY with the mile part and left the hr to another time. Now I can do that.
? yards/hr x (1 hr/60 min) = ? yds/min = ?
How do you know to multiply or divide by those conversion factors I remember. You multiply in such a way so the unit you don't want cancel and the unit you want to convert to stays. See the first factor
3.50 mi/hr x (5,280 feet/mile)= ?
I know to do (5,280 feet/mile) BECAUSE the mile unit cancels and leaves feet and that's where I want to go. If I had made it 3.50 mi/hr (1 mi/5,280 feet) the units of that would be (miles)^2/feet hr and that isn't what I want.
Note: You can always go to google and type in 3.50 miles/hour to and hit the enter button. I think 102.7 pops up.
3.50 mi/hr to yards/min.
I remember there are 5,280 feet/mi
There are 3 feet/yard
I remember there are 60 min in an hour.
3.50 mi/hr x (5,280 feet/mi) x (1 yd/3 feet) = ? yards/hr. Note I worked ONLY with the mile part and left the hr to another time. Now I can do that.
? yards/hr x (1 hr/60 min) = ? yds/min = ?
How do you know to multiply or divide by those conversion factors I remember. You multiply in such a way so the unit you don't want cancel and the unit you want to convert to stays. See the first factor
3.50 mi/hr x (5,280 feet/mile)= ?
I know to do (5,280 feet/mile) BECAUSE the mile unit cancels and leaves feet and that's where I want to go. If I had made it 3.50 mi/hr (1 mi/5,280 feet) the units of that would be (miles)^2/feet hr and that isn't what I want.
Note: You can always go to google and type in 3.50 miles/hour to and hit the enter button. I think 102.7 pops up.
There are no AI answers yet. The ability to request AI answers is coming soon!
Submit Your Answer
We prioritize human answers over AI answers.
If you are human, and you can answer this question, please submit your answer.