I prefer typewritten answers and explanations. Thanks

NOTE: I need the answers as soon as possible. The deadline of this activity is 1 hour from now. I'll rate you helpful after if all the answers are correct.

Use this formulas:

\fBeeause e = rm, we else have ac = mg, where .1: must be in rad/s. \fConvert (a) 50.0 rev to radians, (b) 40o rad to revolutions, (c) 72.0 rps to rad/s, (d) 1.50 x 103 rpm to rad/s, (o) 22.0 rad/s to rpm, (f) 2.000 rad/s to deg/s. A ywheel tums at 430 rpm. Compute the angular speed at any point on the wheel and the tangential speed 30.0 cm from the center. Through how many radians does a point on the Earth's surface move in 6.00 h as a result of the Earth's rotation? What is the speed of a point on the equator? Take the radius of the Earth to be 6370 km. A wheel 25.0 cm in radius taming at 120 rpm increases its frequency to 660 rpm in 9.00 3. Find (a) the constant angular acceleration in rad/321 and (b) the tangential acceleration of a point on its rim. A pendulum 80.0 cm long is pulled to the side, so that its bob is raised 20.0 cm from its lowest position, and is then released. As the 50.0 g bob moves through its lowest position, (a) what is its speed and (0) what is the tension in the pendulum cord? A car wheel 30 cm in radius is turning at a rate of 8.0 rev/s when the car begins to slow uniformly to rest in a time of 14 5. Find the number of revolutions made by the wheel and the distance the car goes in the 14 s