Choose the ratio that you would use to convert 880 miles to yards. Remember that there are 1,760 yards in one mile.
If you want to convert 2.4 hours into minutes, you would multiply 60 minutes/1hour to it and get 144 minutes.
I'm not sure if i'm 100% Right! :/
\[miles~ \rightarrow~yards\]
Remember that 1,760 yards in one mile, so the equivalent conversion factors derived from this identiy are \[\frac{ 1760~yards }{ 1~mile }=1~and~\frac{ 1~mile }{ 1760 yards }=1\]
Ohh.
We want to get rid of the unit "miles" in favor of "yards." Example: 2 miles = ? yards Multiply 2 miles by the conversion factor \[\frac{ 1760~yards }{ 1~mile }=1\] We know this is the correct factor to use because "miles" will cancel and leave us with "yards." \[\frac{ 2~miles }{ 1}*\frac{ 1760~yards }{ 1~mile }=3520~yards.\]
Now, would you plese follow this example, and convert 880 miles to yards.
@lilday12: Would you kindly inform those who are helping you when you decide to get off OpenStudy right in the middle of a conversation. I get the impression that you're not interested or don't have the patience to follow through on your own post.
So, You don't wish to have more help?
I'm sorry and thx u help me understand it kinda
Choose the ratio that you would use to convert 2.5 centimeters to meters. Remember that there are 100 centimeters in one meter.
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