Please just complete which ever questions you can I really would appreciate it.
ID: 1966006 • Letter: P
Question
Please just complete which ever questions you can I really would appreciate it. If you all can solve any of these questions please try and show the work and answer that you did in order to receive your answer I just want to be able to understand is all Thanks.1.) An object is projected off the edge of a table ( At the top of the projectiles height it is 6.74 cm and the starting angle is 50 degrees). Use this data to find the initial speed of the object?
2.) A weight is hanging from 2 cables B and C from the ceiling. The force of the block is 72 and the the angles for both cables from the ceiling is 60 degrees. Please find the tension in cables B and C?
3.) A dockworker applies a constant horizontal force of 80 N to a block of ice on a smooth horizontal floor. The frictional force is negligible. The block starts from rest and moves 11.0 m in the first 5.00s. What is the mass of the block of ice?
4.) A 6kg mass sits on a frictionless table connected by a wire over a pulley to an 8kg mass. Find the acceleration of the hanging block?
Explanation / Answer
problem 1.
y^2max. = u^2.sin^2/2g
where ymax = maximum height attained
u = initial velocity, = angle of projection, g = acce. due to gravity
putting ymax = 6.74 cm = 0.0674 m, g = 9.8 m/s2 and = 50 degree
we get u = 0.38 m/sec
since angle it makes with the ceiling is 60 degree.
hence component of tension acting upward = Tsin60 + Tsin60 (total force by both cable)
and downward force = 72 N
so, 2Tsin60 = 72
T = 41.56 N
problem 3
change in kinetic energy = totak work done-----------------eqtn 1
initial K.E = 0
at t = 5 sec , K.E = 1/2 * m * v^2 where m = mass and v = velocity at t =5 sec
change in K.E = 1/2 * m * v^2
work done = net force * displacement
= 80 * 11 = 880 J
now using s = u.t + 1/2 * a *t^2
11 = 0 + 1/2 * a * 25
a = 0.88 m/sec2
now v = u + a*t
v = 0 + 0.88 * 5 = 4.4 m/sec
putting value of v = 4.4 in eqtn 1 we get
1/2 * m * (4.4 * 4.4) = 880
m = 90.9 Kg