Due to friction, the three segments of the cord, as shown, experience different tensile forces, namely, T,, T; and T,. Calculate T, based on (a) slipping, (b) tipping at A and (c) tipping at B of Block N. What is the maximum edge length, e (in cm) of the cubic block K (with density, Pk = 8 g/cm³) to maintain equilibrium? Both blocks are homogenous. F = 60 N, ↑ WN = 80 N a = 12 cm b = 8 cm c = 10 cm N. K a = 70° 0 = 20° y = 35° g = 9.81 m/s² H = 0.30 Ha = 0.10 F
Due to friction, the three segments of the cord, as shown, experience different tensile forces, namely, T,, T; and T,. Calculate T, based on (a) slipping, (b) tipping at A and (c) tipping at B of Block N. What is the maximum edge length, e (in cm) of the cubic block K (with density, Pk = 8 g/cm³) to maintain equilibrium? Both blocks are homogenous. F = 60 N, ↑ WN = 80 N a = 12 cm b = 8 cm c = 10 cm N. K a = 70° 0 = 20° y = 35° g = 9.81 m/s² H = 0.30 Ha = 0.10 F
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Note:The coefficient of static friction, μP is 0.2198.
Transcribed Image Text:Due to friction, the three segments of the cord, as
shown, experience different tensile forces, namely,
T, T, and Ty. Calculate T, based on (a) slipping,
(b) tipping at A and (c) tipping at B of Block N. What
is the maximum edge length, e (in cm) of the cubic
block K (with density, Pk = 8 g/cm³) to maintain
equilibrium? Both blocks are homogenous.
F = 60 N, 1
Wy = 80 N
a = 70°
0 = 20°
y = 35°
g = 9.81 m/s²
a = 12 cm
b = 8 cm
c = 10 cm
K
Hi = 0.30
Ha = 0.10
%3D
F
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