A uniform meter rule placed on a fulcrum at its mid point O having a weight 40 gf at the 10 cm mark and a weight of 20 gf at the 90 cm mark. 1-Is the meter rule in equilibrium? If not, how will the rule turn 2.)How can the rule be brought in equilibrium by using an additional weight of 40 gf
Answers
Answered by
196
Anticlockwise moment = 40 × (50 – 10)
= 1600 dyne cm
Clockwise moment = 20 × (90 – 50)
= 800 dyne cm.
Since anticlockwise moment is greater than the clockwise moment. So, for equilibrium suspend the 40gf away from 50 cm mark.
Then, 1600 = 800 + 40x
⇒ 40x = 800

The 40 g has to be suspended at (50 + 20) = 70 cm.
= 1600 dyne cm
Clockwise moment = 20 × (90 – 50)
= 800 dyne cm.
Since anticlockwise moment is greater than the clockwise moment. So, for equilibrium suspend the 40gf away from 50 cm mark.
Then, 1600 = 800 + 40x
⇒ 40x = 800

The 40 g has to be suspended at (50 + 20) = 70 cm.
Answered by
10
Answer:
it will placed pn 70 cm marks.
add the right side 50+20.
Similar questions