plzzz solve this......
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Heyy Dear ❤
Here is u r Ans ➡
IV) Two blocks are connected over a pulley as shown in the Figure below. The mass of block A is 10 kg and the coefficient of kinetic friction is 0.20. The angle is 300. Block A slides down the incline at constant speed. What is the mass of block B?
Solution:
We know that if we sum the forces on block A in the plane of the incline, we get
T - Ff - W
Where the force of friction is given by
F f = ukN (mAg cos θ )
and the component of the weight in the direction of the incline is given by
W = mAg sin θ
Solving for the tension, T, we find
T = mAg (sin 30° - uk cos 30° )
and we know that
T - mBg = 0
so we find that
mB = mA (sin 30° - uk cos 30° )
or
mB = 3.3 kg
☄☄☄☄☄☄☄☄☄☄☄☄☄☄
Hope This Helps u ☺.
Here is u r Ans ➡
IV) Two blocks are connected over a pulley as shown in the Figure below. The mass of block A is 10 kg and the coefficient of kinetic friction is 0.20. The angle is 300. Block A slides down the incline at constant speed. What is the mass of block B?
Solution:
We know that if we sum the forces on block A in the plane of the incline, we get
T - Ff - W
Where the force of friction is given by
F f = ukN (mAg cos θ )
and the component of the weight in the direction of the incline is given by
W = mAg sin θ
Solving for the tension, T, we find
T = mAg (sin 30° - uk cos 30° )
and we know that
T - mBg = 0
so we find that
mB = mA (sin 30° - uk cos 30° )
or
mB = 3.3 kg
☄☄☄☄☄☄☄☄☄☄☄☄☄☄
Hope This Helps u ☺.
Tanaya62:
How did you add that emoji in your answer..... or is it the feature available in your phone. ??????
Answered by
1
Hey mate.....
here's ur answer....
W = mag sin (theta)
t = mag (sine (theta) - cos (theta))
T - mbg = 0
mb = ma ( sin30° - cos30°)
Hope it helps❤❤❤
here's ur answer....
W = mag sin (theta)
t = mag (sine (theta) - cos (theta))
T - mbg = 0
mb = ma ( sin30° - cos30°)
Hope it helps❤❤❤
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