2. A formula with three variables (a, ß, 8) and two parameters (a and b) can be written: 8 = (a - 2) (1 exp (7)) a In this equation, a has units N/s and ß has units of m, and 8 has units of m. The constant 2 is dimensionless. (a) If the equation is dimensionally consistent, what are the appropriate units of: (i) (ii) a, and b (b) If the numerical values of a and b are 10 and 2 respectively, what is the value of 8 for a = 3.5 N/s and ß = 2.75 m?

Physics for Scientists and Engineers, Technology Update (No access codes included)
9th Edition
ISBN:9781305116399
Author:Raymond A. Serway, John W. Jewett
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Chapter1: Physics And Measurement
Section: Chapter Questions
Problem 1.10OQ: A calculator displays a result as 1.365 218 0 X 107 kg. The estimated uncertainty in the result is...
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2. A formula with three variables (a, ß, 8) and two parameters (a and b) can be
written:
8 = (a - 1) (2 exp (15))
In this equation, a has units N/s and ß has units of m, and 8 has units of m.
The constant 2 is dimensionless.
(a) If the equation is dimensionally consistent, what are the appropriate units of:
(i)
a, and
(ii)
b
(b) If the numerical values of a and b are 10 and 2 respectively, what is the value
of 8 for a = 3.5 N/s and ß = 2.75 m?
Transcribed Image Text:2. A formula with three variables (a, ß, 8) and two parameters (a and b) can be written: 8 = (a - 1) (2 exp (15)) In this equation, a has units N/s and ß has units of m, and 8 has units of m. The constant 2 is dimensionless. (a) If the equation is dimensionally consistent, what are the appropriate units of: (i) a, and (ii) b (b) If the numerical values of a and b are 10 and 2 respectively, what is the value of 8 for a = 3.5 N/s and ß = 2.75 m?
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