Consider the following figure. P2 A horizontal table top is shown to extend righward from a vertical wall. An object of mass m, hangs from a string that passes over a very light fixed pulley P, anchored at the right edge of the table surface. The string connects to a second very light pulley P. A second string passes around pulley P, with one end attached to the wall and the other to an object of mass m, on the frictionless, horizontal table. (a) If a, and a, are the accelerations of m, and m,, respectively, what is the relation between these accelerations? (Use any variable or symbol stated above as necessary.) a, = (b) Find expressions for the tensions in the strings in terms of the masses m, and m,, and g. T2 = (c) Find expressions for the accelerations a, and a, in terms of the masses m, and m,, and g. a1 = az =
Consider the following figure. P2 A horizontal table top is shown to extend righward from a vertical wall. An object of mass m, hangs from a string that passes over a very light fixed pulley P, anchored at the right edge of the table surface. The string connects to a second very light pulley P. A second string passes around pulley P, with one end attached to the wall and the other to an object of mass m, on the frictionless, horizontal table. (a) If a, and a, are the accelerations of m, and m,, respectively, what is the relation between these accelerations? (Use any variable or symbol stated above as necessary.) a, = (b) Find expressions for the tensions in the strings in terms of the masses m, and m,, and g. T2 = (c) Find expressions for the accelerations a, and a, in terms of the masses m, and m,, and g. a1 = az =
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Consider the following figure.
P2
P1
M2
A horizontal table top is shown to extend righward from a vertical wall.
An object of mass m, hangs from a string that passes over a very
light fixed pulley P, anchored at the right edge of the table surface.
The string connects to a second very light pulley P,. A second string
passes around pulley P
with one end attached to the wall and the
other to an object of massm, on the frictionless, horizontal table.
(a) If a, and a, are the accelerations of m,
and
respectively, what is the relation between these accelerations? (Use any variable or symbol stated above as necessary.)
m2'
a2 =
%3D
(b) Find expressions for the tensions in the strings in terms of the masses m,
and
m21
and g.
T =
%3D
T2 =
(c) Find expressions for the accelerations a,
and
in terms of the masses
m1
and
m2, and g.
di =
a2
%3D
P Type here to search
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