1
GATE ME 2003
MCQ (Single Correct Answer)
+1
-0.3
A truss consists of horizontal members (AC, CD, DB and EF) and vertical members (CE and DE) having length 1 each. The members AE, DE and BF are inclined at $${45^0}$$ to the horizontal. For the uniformly distributed load ‘p’ per unit length on the member EF of the truss shown in figure given below, the force in the member CD is GATE ME 2003 Engineering Mechanics - Engineering Mechanics Static and Dynamics Question 90 English
A
$${{PL} \over 2}$$
B
$$PL$$
C
Zero
D
$${{2PL} \over 3}$$
2
GATE ME 2003
MCQ (Single Correct Answer)
+1
-0.3
A cylindrical body of cross - sectional area A, height $$H$$ and density $${\rho _s},$$ is immersed to a depth $$h$$ in a liquid of density $$\rho ,$$ and tied to the bottom with a string. The tension in the string is GATE ME 2003 Fluid Mechanics - Fluid Statics Question 6 English
A
$$\rho ghA$$
B
$$\left( {{\rho _s} - \rho } \right)ghA$$
C
$$\left( {\rho - {\rho _s}} \right)ghA$$
D
$$\left( {\rho h - {\rho _s}H} \right)gA$$
3
GATE ME 2003
MCQ (Single Correct Answer)
+2
-0.6
Air flows through a venture and into atmosphere. Air density is $$\rho $$; atmospheric pressure is $$'\,{P_a}';$$ throat diameter is exit diameter is $$'{D_t}';$$ and exit velocity is $$U.$$ the throat is connected to a cylinder containing a frictionless piston attached to a spring. The spring constant is $$'k'.$$ the bottom surface of the piston is exposed to atmosphere. Due to the flow, the piston moves by distance $$x.$$ assuming incompressible frictionless flow, $$x$$ is GATE ME 2003 Fluid Mechanics - Fluid Dynamics Question 41 English
A
$$\left( {\rho {U^2}/2k} \right)\pi {D_s}^2$$
B
$$\left( {\rho {U^2}/8k} \right)\left( {{{{D^2}} \over {{D_t}^2}} - 1} \right)\pi {D_s}^2$$
C
$$\left( {\rho {U^2}/2k} \right)\left( {{{{D^2}} \over {{D_t}^2}} - 1} \right)\pi {D_s}^2$$
D
$$\left( {\rho {U^2}/8k} \right)\left( {{{{D^4}} \over {{D_t}^4}} - 1} \right)\pi {D_s}^2$$
4
GATE ME 2003
MCQ (Single Correct Answer)
+2
-0.6
A water container is kept on a weighing balance. Water from a tap is falling vertically into the container with a volume flow rate of $$'Q'$$; the velocity of the water when it hits the water surface is $$'U'$$. At a particular instant of time the total mass of the container and water is $$'m'.$$ The force registered by the weighing balance at this instant of time is
A
$$mg + \rho \,QU$$
B
$$mg + 2\,\rho \,QU$$
C
$$mg + \,\rho \,Q{U^2}/2$$
D
$$\rho \,Q{U^2}/2$$
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