Constant Angular Acceleration Δω- ) - ) - α Δ t (5-18) %3D (5-19) AO =;(@;+ @;) At AO = w; At + ¿a (At)² w; – w = 2aA0 (5-20) (5-21) -

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Derive Eq. 5-21 from Eqs. 5-18 and 5-19. 

tween 0, a, and a for Constant
ation
Constant Angular Acceleration
-
A@= @¡ – @; = a At
(5-18)
AO = ;(@;+ @) At
(5-19)
A0 = @, At + }a (At)²
ω Δ+α (Δι)'
(5-20)
w} - w} = 2a40
(5-21)
Of
Transcribed Image Text:tween 0, a, and a for Constant ation Constant Angular Acceleration - A@= @¡ – @; = a At (5-18) AO = ;(@;+ @) At (5-19) A0 = @, At + }a (At)² ω Δ+α (Δι)' (5-20) w} - w} = 2a40 (5-21) Of
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