an 15- Two masses (m, 10.0kg, m,- 30.0kg) hanged on a frictionless pulty and surface by rope as in the figure. a) Find the magnitude of the acceleration of the masses ( b) Find the magnitude of tension force in the rope 30 MI MZ

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Chapter1: Units, Trigonometry. And Vectors
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15- Two masses (m, 10.0kg, m, 30.0kg) hanged on a frictionless pully and surface by rope as in the
figure.
a) Find the magnitude of the acceleration of the masses (
b) Find the magnitude of tension force in the rope
sin 0-
-4/4
cos -
Lan 0-
0-sin
- (4)
(+/-)
*²= 1²+ h²
(cos
0-un
Formulae You may use
v = vo + at
x = (v₁ + v)!
x = Tol + {at²
v² = 1² + 2ax
30
ΣΕ = ma
ΣF, = ma,
ΣF, = may
MS
M₂
www
F=G-
W = mg
Transcribed Image Text:15- Two masses (m, 10.0kg, m, 30.0kg) hanged on a frictionless pully and surface by rope as in the figure. a) Find the magnitude of the acceleration of the masses ( b) Find the magnitude of tension force in the rope sin 0- -4/4 cos - Lan 0- 0-sin - (4) (+/-) *²= 1²+ h² (cos 0-un Formulae You may use v = vo + at x = (v₁ + v)! x = Tol + {at² v² = 1² + 2ax 30 ΣΕ = ma ΣF, = ma, ΣF, = may MS M₂ www F=G- W = mg
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