Question regarding DIMENSIONAL ANALYSIS

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Dimensional analysis is used to verify the homogeneity of physical quantities in equations. The equation V=ut + at is deemed incorrect because its left-hand side (LHS) does not match the right-hand side (RHS) in dimensions. Consequently, it is concluded that this equation is wrong, despite its frequent use. A valid alternative is the equation v = u + at, which maintains dimensional consistency. This highlights the importance of dimensional analysis in ensuring the validity of equations in physics.
wenxian
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we can use the dimensional analysis to check the homogeneity of a physical quantity.
based on the question : ''can the equation V=ut + at be correct? '', we know that the LHS isn't the same as the RHS..
since the equation is not dimensionally homogenous,so it can never be correct..(the answer tat i got)
does it mean this equation is wrong?
then why we r still using this equation?
:confused:
 
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wenxian said:
does it mean this equation is wrong?
Yes.
then why we r still using this equation?
You shouldn't be! Perhaps it just looks similar to one that is valid. Such as: v = u + at. (Note the differences.)
 
I agree, it is wrong.
This is the value of dimensional analysis
 
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