Question
A block having a mass of m=15 is suspended via two cables. The angles are as follows: a=19-degree, and b=26-degrees.
a) write an expression for the sum of the forces in the x direction in terms of T1, T2, m, g, angle a and b. Use the specified coordinate system.
b) write an expression for the sum of forces in the y direction in terms of T1, T2, m, g, angles a and b. use the specific coordinate system.
c) solve for the numeric value of T1, in newtons.
d) solve for the numeric value of T2, in newtons.
a) write an expression for the sum of the forces in the x direction in terms of T1, T2, m, g, angle a and b. Use the specified coordinate system.
b) write an expression for the sum of forces in the y direction in terms of T1, T2, m, g, angles a and b. use the specific coordinate system.
c) solve for the numeric value of T1, in newtons.
d) solve for the numeric value of T2, in newtons.
Answers
a) Fx = T1cos(a) + T2cos(b)
b) Fy = T1sin(a) + T2sin(b) - mg
c) T1 = (mg - T2sin(b))/cos(a)
d) T2 = (mg - T1sin(a))/sin(b)
b) Fy = T1sin(a) + T2sin(b) - mg
c) T1 = (mg - T2sin(b))/cos(a)
d) T2 = (mg - T1sin(a))/sin(b)
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