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The question is:

A wheel is rolling smoothly on horizontal surface. There is a constant horizontal force of magnitude 10 N. Wheel has mass of 10 kg, and radius of 0.3 m. The accel. of its centre of mass has mag. of 0.6 m/s^2.

I am asked to find frictional force in unit-vector notation. This is what i did:

(10N) = f - (10kg)(9.8m/s^2)sin0* = (10kg)(0.6 m/s^2)

(10N)-f = 6.0

-f = -4.0

Since there is clockwise angluar acccel the friction is a negative value. So my answer is f = (-4.00 N)i

For part b it asks for the rotational inertia of the wheel about its centre of mass. This is what i've done so far:

(-4 N)(0.3m) = I (-0.6m/s^2/0.3m)

-1.20 = I(-2)

I = 0.600 rad/s

Am i on the right track?? Please help!!!

A wheel is rolling smoothly on horizontal surface. There is a constant horizontal force of magnitude 10 N. Wheel has mass of 10 kg, and radius of 0.3 m. The accel. of its centre of mass has mag. of 0.6 m/s^2.

I am asked to find frictional force in unit-vector notation. This is what i did:

(10N) = f - (10kg)(9.8m/s^2)sin0* = (10kg)(0.6 m/s^2)

(10N)-f = 6.0

-f = -4.0

Since there is clockwise angluar acccel the friction is a negative value. So my answer is f = (-4.00 N)i

For part b it asks for the rotational inertia of the wheel about its centre of mass. This is what i've done so far:

(-4 N)(0.3m) = I (-0.6m/s^2/0.3m)

-1.20 = I(-2)

I = 0.600 rad/s

Am i on the right track?? Please help!!!

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