Prove geometrically
v²-u²=2as
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Answer:
V = U +AT
Therfore, V - U = AT …eq 1
Weknow that
S = (U + V / 2 )×T
∴ S/T = U + V / 2
∴U + V = 2×S/T
∴ U + V = 2S / T … eq2
So Substituting eq1 and eq2,
(V - U ) (V + U ) = AT ×2S/T
∴V² - U² = 2AS.
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