Two weights `W_1` and `W_2` in equilibrius and at rest are suspended as shown in figure. Then the ratio `(W_1)/(W_2)` is:

Two weights W_(1) and W_(2) in equilibrium and at rest, are suspended as shown in figure. Then the ratio (W_(1))/(W_(2)) is :

Two weights W_(1) and W_(2) in equilibrium and at rest, are suspended as shown in figure. Then the ratio (W_(1))/(W_(2)) is :

A 100 W bulb B_1 , and two 60 W bulbs B_2 and B_3 are connected to a 250 V source as shown in the figure. Now W_1,W_2 and W_3 are the output powers of the bulbs B_1, B_2 and B_3 respectively. Then

A 100 W bulb B_1 , and two 60 W bulb B_2 and B_3 , are connected to a 250 V source, as shown in figure. Now W_1, W_2 and W_3 are the output powers of the bulbs B_1, B_2 and B_3 , respectively. Then

A 100 W bulb B_1 , and two 60 W bulb B_2 and B_3 , are connected to a 250 V source, as shown in figure. Now W_1, W_2 and W_3 are the output powers of the bulbs B_1, B_2 and B_3 , respectively. Then

Three equal masses are suspended from frictionless pulleys as shown in figure-2.46. If the weight w_(2) in figure is 400 N, what must be the values of the weights w_(1) and w_3) . [240 N, 320 N]

A triangular set square of angles 30^@, 60^@, 90^@ and of negligible mass is suspended freely from the right angled corner and weights are hung at the two corners. If the hypotenuse of the set square sets horizontally, then the ratio of the weights W_1//W_2 is. .