The problem is a rod mass of 1g and length L, held in place against a vertical wall by a cable at the opposite end. A sign of mass 10kg is also hanging off the end ofthe rod furthest from the wall. The angles are 30 degrees between the cable and rod, and 45 degrees between the rod and wall. Find the tension in the cable.

How do I begin to solve this?

How do I begin to solve this?

Answer

This Question: "Torque Problem with a beam at an angle." No answers yet.

Not the answer you're looking for? Ask your own question. Our experts will answer your question
WITHIN MINUTES for Free.

More Questions
Additional questions in this topic.

#### Given: angle 3 is complementary to angle 1 angle 2 is complementary to angle 1 angle 4 is congruent to angle 5 Prove: angle COM is congruent to angle PMO

#### given:angle 1 congruent to angle 2 angle 1 congruent to angle 3Prove: ST ll UVfigure looks like two equalateral triangles touching (like a bowtie)top left is S angle 1bottom left T angle 3top right V angle 2bottom right U meet W in center

#### when a beam of light passes at an oblique angle into a material of a lower optical density, the angle of the incidence is a)less than the angle of reflectionb)less than the angle of refractionc) greater than the angle of reflectiond) greater than the angl

#### FIND THE MEASURES OF ANGLE 1 AND ANGLE 2 IF MEASURE ANGLE 1=3X-12 MEASURE ANGLE 2=7X+2 AND ANGLE 1 AND ANGLE 2 FORM A LINEAR PAIR

#### Given: angle A is congruent to angle B angle B is congruent to angle C Prove: angle A is congruent to angle C

#### give the reason for the step taken angle 1 and angle 2 are linear pair angle 1 and angle 2 are supplementary a)congruent supplements theorem b)vertical angle theorem c)congruent complements theorem d)linear pair postulate

#### How do you prove this: Given: the measure of angle ASO equals ninety degrees, line segment ST bisects angle ASO, and angle TSR is congruent to angle RSO Prove: the measure of RSO is one half the measure of angle AST

#### please help me with this problem: angle w is equal to angle z where the measure of angle w is (11x-8) and the measure of angle z is (9x+4) and they are both acute angles this problem is from chapter 6, lesson 2.6 and lesson 2.7 for geometry

#### A laser beam is directed at the Moon, 380,000 km from Earth. The beam diverges at an angle...

#### Torque Problem with a beam at an angle.