Cu inchs & gcc = ? lbs for the math challenged

Hi

I need to find the weight (lbs or grams) of a plastic part that I only have a drawing of. I have the Part volume ( .629 cu in. ). The density of the material is 1.14 g/cc ( which I think is grams/centimeter?). How do I calculate the lbs or grams?

thanks for your help!

Bob Z

Well, the unit you want is grams, so set up the equation so that the cc’s cancel out. Hope that helps you solve it yourself. :slight_smile:

I don’t do homework but multiply volume by density (all in the correct units) and you should have your answer.

Actually, I will do homework if you pay me well enough :slight_smile:

I didn’t notice the part volume is in cubic inches. Convert to cubic centimters by multiplying by 16.37.

Thanks for the input, its not home work by the way ( I graduated VoTec in 1980, we really didn’t do much math). I now at work though its 1.25 hrs after quitting time working on this “project”.

I got an answer of 15.15 grams by

.629 cu in x 16.3871 = 10.31 cubic centimeters

10.31 cc x 1.47 g/cc = 15.15 grams

Its just I want to make sure its done right.

Thanks
BobZ

It could be homework. But then again, it might not be. Some people really can’t solve a simple problem like this, so I’d rather help them than not.

0.629 in3 * (16.387064 cm3/in3) = 10.30746 cm3

1.14 grams/cm3 * 10.30746 cm3 = 11.751 grams

Since you only have 3 significant digits, this is 11.8 grams

To convert to lbm:

11.8 grams * 0.0022046 lbm/gram = 0.0260 lbm

Then you need to check that density to make sure you didn’t mess up here - you had “1.14 g/cc” in the OP. :confused:

I think Google can do this for you with its new calculator function?

Search for 1.14grams/cubic cm*.629 cubic in in pounds there.

Is that answer right?

Thanks again for your help and very quick reply. You are correct the number should of been 1.47. (this is why I also screw these things up) .

Well Its late I’m going home, most likely to help the kids with their home work.

thanks
Bob Z

Here is a great calculator for figuring out a density, volume and mass problem.
http://www.1728.com/density.htm
Input 2 of the 3 variables and the 3rd is calculated.
Mass can be input in terms of 9 units (grams, pounds tons, etc) and the same applies to volume and density.
Give it a try.
I got .0259 pounds which agrees with Una Perrson’s calculation.