A uniform metre rule of weight $$2.0$$N is pivoted at the $$60$$cm mark. A $$4.0$$N load is suspended from one end, causing the rule to rotate about the pivot. At the instant when the rule is horizontal, what is the resultant moment about the pivot?
A
$$0.0$$Nm
B
$$1.8$$Nm
C
$$1.6$$Nm
D
$$1.4$$Nm
Open in App
Solution
Verified by Toppr
Correct option is B. $$1.4$$Nm
Torque due to load $$=4N\times40cm=1.6Nm$$
Torque due to weight of the rule $$=2N\times10cm=0.2Nm$$
Both are in opposite to each other so net torque $$=1.6-0.2=1.4Nm$$
Was this answer helpful?
13
Similar Questions
Q1
A uniform metre rule of weight $$2.0$$N is pivoted at the $$60$$cm mark. A $$4.0$$N load is suspended from one end, causing the rule to rotate about the pivot. At the instant when the rule is horizontal, what is the resultant moment about the pivot?
View Solution
Q2
Uniform metre rule of weight 2.0N is pivoted at 60cm mark. A 4.0N weight is suspended from one end, causing the rule to rotate about the pivot.
At the instant when rule is horizontal, what is the resultant turning moment about the pivot?
View Solution
Q3
A metre rule is pivoted at its mind point A. 0.6N weight is suspended from one end. How far from the other end must at 1.00N weight be suspended for the rule to balance?(in cm)
View Solution
Q4
A uniform metre rule of weight 10gf is pivoted at its 0 mark. What moment of force depresses the rule?
View Solution
Q5
a uniform metre rule is pivoted at its mid point.a weight of 50gf is suspended at one end of it.where should a weight of 100gf be suspended to keep the rule horizontal?