The ratio of belt tensions (p1/p2) considering centrifugal force in flat belt is given byWhere m = mass of belt per meter (kg/m)v = belt velocity (m/s)f = coefficient of frictiona = angle of wrap (radians)

(P1 - mv²)/ (P2 - mv²) = eᶠα

(P1 - mv²)/ (P2 - mv²) = e–ᶠα

The ratio of belt tensions (p1/p2) considering centrifugal force in f

1.	The ratio of belt tensions (p1/p2) considering centrifugal force in flat belt is given byWhere m = mass of belt per meter (kg/m)v = belt velocity (m/s)f = coefficient of frictiona = angle of wrap (radians)
A.	(P1 - mv²)/ (P2 - mv²) = eᶠα
B.	P1 / P2 = eᶠα
C.	P1 / P2 = e–ᶠα
D.	(P1 - mv²)/ (P2 - mv²) = e–ᶠα
Answer» B. P1 / P2 = eᶠα

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The ratio of belt tensions (p1/p2) considering centrifugal force in flat belt is given byWhere m = mass of belt per meter (kg/m)v = belt velocity (m/s)f = coefficient of frictiona = angle of wrap (radians)

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