Ian at 11:58, 27 March 2011

Ian — Sun, 27 Mar 2011 11:58:31 GMT

←Older revision		Revision as of 11:58, 27 March 2011
Line 9:		Line 9:
	<math>4531\ \text{N}</math> and acts to the right.		<math>4531\ \text{N}</math> and acts to the right.

-	The resultant of these two forces is <math>~~5963~~\ \text{N}</math>	+	The resultant of these two forces is <math>3695\ \text{N}</math>

Ian: New page: The vertical components of the forces on the tank cancel out. The resultant of all the forces on the tank is thus the resultant of the horisontal components of the forces. Maximim fricti...

Ian — Sun, 04 Apr 2010 16:56:05 GMT

New page: The vertical components of the forces on the tank cancel out. The resultant of all the forces on the tank is thus the resultant of the horisontal components of the forces. Maximim fricti...

New page

The vertical components of the forces on the tank cancel out.

The resultant of all the forces on the tank is thus the resultant of the horisontal components of the forces.

Maximim friction is <math>836\ \text{N}</math> and acts horisontally to the left.

The horisontal component
of the 5000 N force is
<math>4531\ \text{N}</math> and acts to the right.

The resultant of these two forces is <math>5963\ \text{N}</math>

Solution 5.5d - Revision history

Ian at 11:58, 27 March 2011

Ian: New page: The vertical components of the forces on the tank cancel out. The resultant of all the forces on the tank is thus the resultant of the horisontal components of the forces. Maximim fricti...