Converting Between Units of Measurement

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The discussion focuses on converting units of measurement, with specific examples provided by a user struggling with their teacher's questions. Key conversions include finding how many inches are in 2 meters, converting 10 km/hr to meters per second, and determining the number of meters in a light year. Participants emphasize the importance of understanding chain conversions and equivalence ratios to solve these problems. The conversation highlights the need for guidance in setting up these conversions correctly, particularly in transitioning from meters to inches and understanding metric relationships.
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Sorry if this is in the wrong forum but I do not know which section this would go into.

My problem is I am having troubles understanding some of these questions that my teacher had given me.

-How many inches are there in 2m?

-How fast in m/s is 10km/hr

-How many meters in one light year?
(Speed of light c=3.0x10 to the power of 8m/s)


I don't need the answer if you choose not to give it but it would help as i would use the answer to see if i am going the right way. But most importantly I need some guidance and help for these questions as I will be tested on these in 3 days. Thnx alot
 
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Larrytsai said:
Sorry if this is in the wrong forum but I do not know which section this would go into.

My problem is I am having troubles understanding some of these questions that my teacher had given me.

-How many inches are there in 2m?

-How fast in m/s is 10km/hr

-How many meters in one light year?
(Speed of light c=3.0x10 to the power of 8m/s)


Thnx alot

Do you know anything about chain conversions?
since giving away the answer to your problem violates PF guidelines, I will lead with an alternative example.

How about an easy one to start..
1km= ?\ m

Well we already know that 1km=1000m that is common knowledge, but how do we get there using a chain conversion?

You need to set them up as equivalence ratios like this:
\frac{1km}{1}*\frac{1000m}{1km}

You can read the above statement aloud as "One kilometer (which is what I started with) times 1000 meters 'per' kilometer"

The reason you can multiply 1km times that fraction is because the fraction (or ratio) \frac{1000m}{1km}=1
therefor you are not changing the total value...the "km"s just cancel out like parts of fractions.

Once you can grasp that concept you will be homefree on these.

Here, try an easier one to start:

How many seconds are in an hour? try setting up the ratios and we'll help if you need it.

Casey
 
Thnx a lot That helped a bit
How many seconds are in an hour? try setting up the ratios and we'll help if you need it.

first for this question i would go 1 hour x 60min/1hour x 60 seconds/ 1min

and then i would end up with 3600s in 1 hour.

But when I am trying to find inches in 2 meters I am lost

my attempt was 2m x ?\1m

the "?" i have no clue what goes there, centimeters? and if its centimeters, how much are there in a meter?
 
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