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26 Nov 2019
When an object falls through air, there is a drag force thatdepends on the product of the cross sectional area of the objectand the square of its velocity, that is, Fair = CAv2, where C is aconstant. Determine the dimensions of C. (Use the following asnecessary: M for mass, T for time, and L for length.)
Can anybody explain this full extent of this problem? I know theanswer is M / L^3
However, I cannot understand how the book reached thatconclusion.
Thanks in advance!
When an object falls through air, there is a drag force thatdepends on the product of the cross sectional area of the objectand the square of its velocity, that is, Fair = CAv2, where C is aconstant. Determine the dimensions of C. (Use the following asnecessary: M for mass, T for time, and L for length.)
Can anybody explain this full extent of this problem? I know theanswer is M / L^3
However, I cannot understand how the book reached thatconclusion.
Thanks in advance!
Nestor RutherfordLv2
15 Apr 2019
