A force of 6.0 N is applied at the end of a lever that has a length of 3.0 meters. If the force is applied directly perpendicular to the the lever, as shown in the above diagram, what is the magnitude of the torque acting the lever?

Calculate the rotational inertia of a meter stick, with mass 0.677 kg, about an axis perpendicular to the stick and located at the 33.8 cm mark. (Treat the stick as a thin rod.) Number i Units

Which point on this circle would yield the lowest torque?

A mechanic applies a force of 8N perpendicular to a 0.7m long wrench to tighten a bolt. a) How much torque does the wrench apply to the bolt? ✓✓ b) Explain a way that he could increase the amount of torque on the bolt. ✔

In which of the three cases would it be easiest to calculate the torque using METHOD 2? (You may select more than one case)

" moment of Inertia " My question was regected maybe because it is out of scope. Please answer this Moment of Inertia I just want to check my solutions if it is correct. I got my answer 7,695,000 mm4 . thankyou very much!

Needs Complete typed solution with 100 % accuracy.

The Sopwith Camel was a British biplane in use during WWI. (It is also the plane Snoopy flies in!) Explain why this plane was very difficult to take off and land in using the physics principals of torque and explaining how a rotary engine worked. How did pilots have to handle the plane to make it fly straight when taking off?

In our class model, wind is flowing along the X axis and torque is generated in the Y axis, with torque measurements in the other axes being near 0. What would happen in reality if the torque in the X axis were large, even larger than in the Y axis? (select only one) The turbine would spin really fast and produce more energy O The turbine would not spin at all The wind could tip over the turbine O The turbine would spin backwards 1or hoth 2 a nd 2

er... Leeds International... WolfBerry's Watch Video Question 11 A M1 Questions by To... YouTube Mail-Al Habsi, As... G3: (Ahmad, Asma,... 500 N Example 3. A rotor disc on a road vehicle has two tangential forces acting on it. The first force is caused by the engine which causes the rotor disc to accelerate, and has magnitude 2kN. The second force is caused by the friction in the bearings, and it opposes the driving rotation and has magnitude 250 N. The rotor disc has a diameter of 300mm, a thickness of 25mm and is manufactured from carbon ceramic having density 2450 kgm³. 2000 N JB29 CW3 Intr Model the rotor disc as a uniform solid cylinder. i. Derive an equation of motion that describes the system. ii. Calculate the angular acceleration of the rotor disc. iii. If the rotor disc starts from rest, calculate the angular speed of the rotor disc after 10 seconds. iv. Calculate the number of revolutions made in 10 seconds.