Momentsand Forces acting on a ruler

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I have a question about moments a forces acting on a meter ruler.

"A meter ruler of weight 1.0N is pivoted on a nail passing through a hole drilled at the 10cm mark. A weight of 3.0N is suspended at the 30cm mark. A Newton meter supports the ruler at the 90cm mark so that it is horizontal.
a) use the principle of moments to calculate the magnitude of force T needed to keep the ruler horizontal.
b)the Newton meter is raised until the rule makes an angle A with the horizontal. Without doing any further calculations copare the magnitude of the force provided by the Newton meter in this new positionwith the force T when the rule was horizontal. Explain your answer."

For part a I had (0.2 x 3) + (0.4 x 1) = 0.8T
to give T = 1.25N

For part b I am confused. Intuitively I think the force should have increased but I'm not really sure why and since none of the distances have changed and the weights are the same I don't how it can have changed.

Please help!
 
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Sarahcate said:
I have a question about moments a forces acting on a meter ruler.

"A meter ruler of weight 1.0N is pivoted on a nail passing through a hole drilled at the 10cm mark. A weight of 3.0N is suspended at the 30cm mark. A Newton meter supports the ruler at the 90cm mark so that it is horizontal.
a) use the principle of moments to calculate the magnitude of force T needed to keep the ruler horizontal.
b)the Newton meter is raised until the rule makes an angle A with the horizontal. Without doing any further calculations copare the magnitude of the force provided by the Newton meter in this new positionwith the force T when the rule was horizontal. Explain your answer."

For part a I had (0.2 x 3) + (0.4 x 1) = 0.8T
to give T = 1.25N

For part b I am confused. Intuitively I think the force should have increased but I'm not really sure why and since none of the distances have changed and the weights are the same I don't how it can have changed.

Please help!
Since it is still supporting the same weight, the vertical component of force must be the same. Now, the horizontal component is non-zero. what does that tell you about the magnitude of the force?
 
If there is now a horizontal component the force must have increased to include this.

Where does the horizontal component come from?