1. Sep 23, 2007

### physicsgirlie26

A skier of mass 65.0 is pulled up a snow-covered slope at constant speed by a tow rope that is parallel to the ground. The ground slopes upward at a constant angle of 26.0 above the horizontal and you can ignore friction.

Calculate the tension in the tow rope.

I know you use the F=ma and you also need to draw a fbd which i did. I calculated the answer to be 916.24 N but that isnt right. I used T= m2a2x+m2gsin(theta).

Thank you!

2. Sep 23, 2007

### bel

Assuming that there is no friction, since the skier is not accelerating, there is no unbalanced force. The normal force is balanced by the component of the gravitational fforce perpendicular to the incline, the pulling force of the rope is balanced by the component of the gravitational force parallel to the incline. The pulling force imparted on the skier by the rope is the tension in the rope. Hence, $$|T_{rope}|= |mg_{parallel}|$$, which is, $$|T_{rope}|=m|g|sin(\psi)$$, where psi is twenty six degrees in this situation, of course.

3. Sep 23, 2007

### physicsgirlie26

THANK YOU SOOOO MUCH FOR YOUR HELP. Your explanation helped me understand it better than what I knew.
:)