1. at = α/r

at = α⋅r

1. at = ω⋅r

at = $$\omega^2$$ r

$$\tau=Fr$$

$$\tau=\frac{F}{r}$$

$$\tau=F+r$$

$$\tau=F-r$$

Only its mass

Only its shape

Both mass and distribution of mass relative to the axis of rotation

 Only its angular velocity

 Normal force

Tension in the string

Gravitational force on the pulley

 Frictional force

Air resistance

 Friction in the axle

Mass of the string

All of the above

It decreases

It increases

It remains constant

It becomes zero

$$K_{rot}=\frac{1}{2}mv^2$$

$$K_{rot}=\frac{1}{2}I\omega^2$$

$$K_{rot}\ =\tau\Theta$$

$$K_{rot\ }=Fr$$

The linear movement of an object

The free fall of an object

The rotational motion of a rigid object

The linear movement of an object and the rotational motion of a rigid object

Angular acceleration

Angular velocity

Torque

Moment of inertia

You have 10 days to appeal the grade after it was displayed on Moodle. Any appeals after this period are not accepted.

You can submit appeal in the end of semester

You have 3 days to appeal the grade after it was displayed on Moodle. Any appeals after this period are not accepted.

You have 5 days to appeal the grade after it was displayed on Moodle. Any appeals after this period are not accepted.

You should begin by emailing the professor

email your LA indicating your laboratory section, laboratory name and number. State your arguments point by point.

You should begin by emailing the lab coordinator.