Molecular mass of the gas and the specific heat at constant volume
Atomic mass of the gas and the gas constant
Molecular mass of the gas and the gas constant
None of the above
D. None of the above
Its temperature will increase
Its pressure will increase
Both temperature and pressure will increase
Neither temperature nor pressure will increase
Change the shape of the beam
Effect the saving in material
Equalise the strength in tension and compression
Increase the cross-section of the beam
Smaller end
Larger end
Middle
Anywhere
(p - 2d) t × σc
(p - d) t × τ
(p - d) t × σt
(2p - d) t × σt
Increases
Decreases
First increases and then decreases
First decreases and then increases
Short columns
Long columns
Weak columns
Medium columns
Boyle's law
Charles' law
Gay-Lussac law
Avogadro's law
Tensile stress
Compressive stress
Shear stress
Thermal stress
(σx/2) + (1/2) × √(σx² + 4 τ²xy)
(σx/2) - (1/2) × √(σx² + 4 τ²xy)
(σx/2) + (1/2) × √(σx² - 4 τ²xy)
(1/2) × √(σx² + 4 τ²xy)
Cracking
Carbonisation
Fractional distillation
Full distillation
Wl3 / 48EI
5Wl3 / 384EI
Wl3 / 392EI
Wl3 / 384EI
Increase in availability of energy
Increase in temperature
Decrease in pressure
Degradation of energy
p.t.σt
d.t.σc
π/4 × d² × σt
π/4 × d² × σc
Area at the time of fracture
Original cross-sectional area
Average of (A) and (B)
Minimum area after fracture
Mechanical and fluid friction
Unrestricted expansion
Heat transfer with a finite temperature difference
All of the above
The material A is more ductile than material B
The material B is more ductile than material A
The ductility of material A and B is equal
The material A is brittle and material B is ductile
Gauge pressure = Absolute pressure + Atmospheric pressure
Absolute pressure = Gauge pressure + Atmospheric pressure
Absolute pressure = Gauge pressure - Atmospheric pressure
Atmospheric pressure = Absolute pressure + Gauge pressure
Fixed at both ends
Fixed at one end and free at the other end
Supported at its ends
Supported on more than two supports
Bearing stresses
Fatigue stresses
Crushing stresses
Resultant stresses
Boyle's law
Charles' law
Gay-Lussac law
Avogadro's law
Soft coal
Hard coal
Pulverised coal
Bituminous coal
Two constant pressure
Two constant volume
Two isentropic
One constant pressure, one constant volume
τ²/ 2G × Volume of shaft
τ/ 2G × Volume of shaft
τ²/ 4G × Volume of shaft
τ/ 4G × Volume of shaft
Molecular mass of the gas and the specific heat at constant volume
Atomic mass of the gas and the gas constant
Molecular mass of the gas and the gas constant
None of the above
Petrol
Kerosene
Fuel oil
Lubricating oil
0°C
273°C
273 K
None of these
Two constant volume and two isentropic processes
Two constant pressure and two isentropic processes
Two constant volume and two isothermal processes
One constant pressure, one constant volume and two isentropic processes
1 - rγ - 1
1 + rγ - 1
1 - (1/ rγ - 1)
1 + (1/ rγ - 1)
Increasing the internal energy of gas
Doing some external work
Increasing the internal energy of gas and also for doing some external work
None of the above
Pressure and temperature
Temperature and volume
Heat and work
All of these