Please help. WILL MEDAL! The wheels of the mountain bike have a diameter of 26 inches and are revolving at 60 radians per minute. What is the linear velocity of the mountain bike in feet per hour? @Mehek14 @nincompoop @sleepyjess @KendrickLamar2014 @imqwerty @satellite73 @jim_thompson5910 @zepdrix @Loser66 @Vocaloid @bahrom7893 @Elsa213 @xapproachesinfinity @Owlcoffee
\[\frac{ 60 rad. }{ 1 \min. } = \frac{ ? ft. }{ 1 hr. }\]
`The wheels of the mountain bike have a diameter of 26 inches` use this information to figure out the circumference
circumference = 26pi in.
yes
the bike travels \(\Large 26\pi\) feet when the wheel does a full 360 degree revolution
ok...
we have to use that as a conversion factor to convert from rad/min to ft/min
|dw:1463624136850:dw|
360 degrees = 2pi radians |dw:1463624174787:dw|
|dw:1463624212887:dw|
\[\frac{ 60 rad }{ 1 \min }\times \frac{ 26\pi ft. }{ 2\pi rad. }\]
So now we have ft. per min. which is an easy unit-multiplier.
then you'll use the conversion factor (60 min/1 hr) to convert from ft/min to ft/hr
Are you sure it is pi feet or should it be pi in.
because the bikes diameter is in inches
right
so you'll need to convert from inches to feet
so that should be inches?
|dw:1463624381122:dw|
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