SSM A uniform cube of side length 8.0 cm rests cm a horizontal floor. The coefficient of static friction between cube and floor is μ . A horizontal pull P → is applied, perpendicular to one of the vertical faces of the cube, at a distance 7.0 above the floor on the vertical midline of the cube face. The magnitude of P → is gradually increased. During that increase, for what values of μ will the cube eventually (a) begin to slide and (b) begin to tip? ( Hint: At the onset of tipping, where is the normal force located?)
SSM A uniform cube of side length 8.0 cm rests cm a horizontal floor. The coefficient of static friction between cube and floor is μ . A horizontal pull P → is applied, perpendicular to one of the vertical faces of the cube, at a distance 7.0 above the floor on the vertical midline of the cube face. The magnitude of P → is gradually increased. During that increase, for what values of μ will the cube eventually (a) begin to slide and (b) begin to tip? ( Hint: At the onset of tipping, where is the normal force located?)
SSMA uniform cube of side length 8.0 cm rests cm a horizontal floor. The coefficient of static friction between cube and floor is μ. A horizontal pull
P
→
is applied, perpendicular to one of the vertical faces of the cube, at a distance 7.0 above the floor on the vertical midline of the cube face. The magnitude of
P
→
is gradually increased. During that increase, for what values of μwill the cube eventually (a) begin to slide and (b) begin to tip? (Hint: At the onset of tipping, where is the normal force located?)
For the three vectors shown, the magnitude of vector A is 5 [m], the magnitude of vector B is 7 [m],
and the magnitude of vector C is 4 [m].
(a) Find the x- and y-components of the resultant vector Ŕ = Ả + B + Č. Do not forget to include
the directional unit vector for each component.
(b) What is the magnitude of the resultant vector Ŕ?
(c) In what direction is the resultant vector Ŕ pointing? Write the answer in terms of an angle
with the proper indication of the direction.
60.0 degree
20.0 degree
+x
C
Exercise No 2
Four forces are exerted on the object shown in the figure. (Forces are measured in newtons,
abbreviated N.) The net force on the object is Fnet = F₁ + F₂ + F3 + F₁ = 4.0î N. What are (a) F3 and
(b) F₁? Give your answers in component form.
y
F3
نیا
F₁
5.0 N
6.0 N
20°
F₂
x
What are the x and y components of the vector that must be added to the following three vectors, so
that the sum of the four vectors is zero? Due east is the +x direction, and due north is the ty direction.
A113 units, 60.0° south of west
B=222 units, 35.0° south of east
C=177 units, 23.0° north of east
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