Is the equation v = v0 + ax dimensionally correct?
v=v0+a∗xv =v_0+a*xv=v0+a∗x
Dimension:\text{Dimension:}Dimension:
v−[LT]v- [\frac{L}{T}]v−[TL]
v0−[LT]v_0- [\frac{L}{T}]v0−[TL]
a−[LT2]a- [\frac{L}{T^2}]a−[T2L]
x−[L]x -[L]x−[L]
[LT]≠[LT]+[L2T2][\frac{L}{T}]\not =[\frac{L}{T}]+[\frac{L^2}{T^2}][TL]=[TL]+[T2L2]
1≠1+[LT]1\not =1+[\frac{L}{T}]1=1+[TL]
Answer: equation is not dimensionally correct\text{Answer: equation is not dimensionally correct}Answer: equation is not dimensionally correct
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