What is the significance of using a number like 2x10-10 in Intro Physics?

AI Thread Summary
The discussion centers on the significance of using scientific notation, specifically the number 2x10^-10, in introductory physics problems. Participants emphasize the importance of attempting problems independently before seeking help, while also discussing the calculations related to the volume and mass of a slick of oil. There are corrections regarding the interpretation of diameter and thickness, as well as the appropriate use of significant digits in calculations. The conversation highlights the need for clarity in mathematical expressions and the importance of precision in scientific measurements. Overall, the thread illustrates the collaborative effort to understand foundational physics concepts.
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I'm not quite sure where to start with this.

Thank you in advance
 
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lab-rat said:
physics2.jpg


I'm not quite sure where to start with this.

Thank you in advance
You must have some idea as to where to start. We can't help you unless you at least attempt the problem first.
 
Well my professor hasn't given any examples yet on this and I can't find any in my textbook either. I was hoping someone could give me pointers on where to start.
 
You can start by looking on the interweb for things like "measuring the diameter of a molecule". :smile:
 
I haven't done any physics or math in over a year which is probably why I'm having trouble with pretty basic problems.

Here's my attempt:

(a) Area of slick = \pir2
diameter of slick = 2x1010
volume of slick= area x thickness
volume of oil=volume of slick= 1L = 0.001m3

0.001m3=(\pir2
r=1261.57m
d=2523m


(b) \rho=M/V
V=\pir3
=\pi(1x10-10)3
V=3.14x10-30m3
M=850kg/m3 x 3.14x10-30m3

M=2.67x10-27kg

does that make sense?
 
(a) Area of slick = \pir2
diameter of slick [you mean thickness of slick] = 2x1010
volume of slick= area x thickness
volume of oil=volume of slick= 1L = 0.001m3

0.001m3=(\pir2
r=1261.57m
d=2523m
Looks okay, too many significant digits though.

(b) \rho=M/V
V=\pir3
=\pi(1x10-10)3
V=3.14x10-30m3
M=850kg/m3 x 3.14x10-30m3

M=2.67x10-27kg

does that make sense?
V=(4/3)\pir3
 
Thank you!

The diamete/thickness was a typo, I wrote it properly on my sheet :)

As for the significant digits, does 2.5x103m work?
 
If you are using a number like 2x10-10, I think one SD would suffice.
 

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