Question
Light travels at the speed of3.0x10^10 cm/sec. what is the speed of light in feet per hour?
I'm not sure on how to start it.
I'm not sure on how to start it.
Answers
The easy way to do it is to type into Google the following:
3E10 cm/sec to mph
and hit the enter button.
3E10 cm/sec to mph
and hit the enter button.
I have other problems similar so,I would like to see the process of it.
Note that what I said to type into Google won't do it because I typed in cm/sec to mph and you want feet/hr.
Do all of them by dimensional analysis.
I don't know all of the conversion factor but I can get there from what I know. Sometimes it just takes a while. You ca google conversion factors and find cm in mile etc. But if I had to do it from scratch I would do this.
3E10 cm/sec to feet/hr.
First cm to miles.
There are 2.54 cm to the inch.
12 inches to the foot. That gets us to feet.
Now sec to hr.
There are 69 sec in a min
There are 60 min in an hour.
Now waht the units we don't want to keep cancel and the units we want to keep don't cancel.
3E10 cm/s x (1 in/2.54 cm) x (1 foot/12 in) x (60 s/min) x (60 m/hr) and that should give you cm/s to feet/hr. That gives me 3.54E12 ft/hr and if I type in 3E10 cm/s to ft/hr in google I get 3.54E12. So those factors must be right.
Do all of them by dimensional analysis.
I don't know all of the conversion factor but I can get there from what I know. Sometimes it just takes a while. You ca google conversion factors and find cm in mile etc. But if I had to do it from scratch I would do this.
3E10 cm/sec to feet/hr.
First cm to miles.
There are 2.54 cm to the inch.
12 inches to the foot. That gets us to feet.
Now sec to hr.
There are 69 sec in a min
There are 60 min in an hour.
Now waht the units we don't want to keep cancel and the units we want to keep don't cancel.
3E10 cm/s x (1 in/2.54 cm) x (1 foot/12 in) x (60 s/min) x (60 m/hr) and that should give you cm/s to feet/hr. That gives me 3.54E12 ft/hr and if I type in 3E10 cm/s to ft/hr in google I get 3.54E12. So those factors must be right.
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