Chemistry-
General
Easy
Question
The change in the enthalpy of NaOH+HCl→NaCl+HO is called:
- Heat of neutralisation
- Heat of reaction
- Heat of hydration
- Heat of solution
The correct answer is: Heat of neutralisation
Related Questions to study
chemistry-
Equal volumes of 1M HCl and 1M H2SO4 are neutralised by dilute NaOH solution and x and y K cals of heat are liberated respectively .Which of the following is true-
Equal volumes of 1M HCl and 1M H2SO4 are neutralised by dilute NaOH solution and x and y K cals of heat are liberated respectively .Which of the following is true-
chemistry-General
chemistry-
The temperature of a 5 ml of strong acid increases by 5°C when 5ml of a strong base is added to it.If 10ml of each are mixed temperature should increase by-
The temperature of a 5 ml of strong acid increases by 5°C when 5ml of a strong base is added to it.If 10ml of each are mixed temperature should increase by-
chemistry-General
chemistry-
If H++OH–=H2O+13.7Kcal,then heat of complete neutralisation of one gram mole of H2SO4 with strong base will be-
If H++OH–=H2O+13.7Kcal,then heat of complete neutralisation of one gram mole of H2SO4 with strong base will be-
chemistry-General
chemistry-
The amount of heat liberated when one mole of NH4OH reacts with one mole of HCl is–
The amount of heat liberated when one mole of NH4OH reacts with one mole of HCl is–
chemistry-General
chemistry-
Heat of formation of CO2 is–94.0K.cal.What would be the quantity of heat liberated, when 3g of graphite is burnt in excess of oxygen-
Heat of formation of CO2 is–94.0K.cal.What would be the quantity of heat liberated, when 3g of graphite is burnt in excess of oxygen-
chemistry-General
physics-
An ideal monoatomic gas is taken around the cycle ABCDA as Shown in the P
V diagram. The work done during the cycle is given by
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)
An ideal monoatomic gas is taken around the cycle ABCDA as Shown in the P
V diagram. The work done during the cycle is given by
![](data:image/png;base64,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)
physics-General
physics-
If for a gas
, this gas is made up to molecules which are
If for a gas
, this gas is made up to molecules which are
physics-General
physics-
For hydrogen gas Cp-CV=a and for oxygen gas Cp-Cv=b, The relation between
and
is given by
For hydrogen gas Cp-CV=a and for oxygen gas Cp-Cv=b, The relation between
and
is given by
physics-General
physics-
Is the cyclic Process Shown on the V
P diagram, the magnitude of the work done is
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)
Is the cyclic Process Shown on the V
P diagram, the magnitude of the work done is
![](data:image/png;base64,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)
physics-General
physics-
A gas expands from 1 liter to 3 liter at atmospheric pressure. The work done by the gas is about
A gas expands from 1 liter to 3 liter at atmospheric pressure. The work done by the gas is about
physics-General
physics-
The temperature on Celsius scale is 25°C What is the corresponding temperature on the Fahrenheit Scale?
The temperature on Celsius scale is 25°C What is the corresponding temperature on the Fahrenheit Scale?
physics-General
physics-
The graph AB Shown in figure is a plot of a temperature of a body in degree Fahrenheit than slope, of line AB is
![](data:image/png;base64,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)
The graph AB Shown in figure is a plot of a temperature of a body in degree Fahrenheit than slope, of line AB is
![](data:image/png;base64,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)
physics-General
physics-
A difference of temperature of 25°C is equivalent to a difference of
A difference of temperature of 25°C is equivalent to a difference of
physics-General
physics-
A solid cylinder of mass
and
is mounted on a frictionless horizontal axle so that it can freely rotate about this axis. A string of negligible mass is wrapped round the cylinder and a body of mass
is hung from the string as shown in figure the mass is released from rest then
What is the moment of inertia of a solid sphere of density and radius
about its diameter?
A solid cylinder of mass
and
is mounted on a frictionless horizontal axle so that it can freely rotate about this axis. A string of negligible mass is wrapped round the cylinder and a body of mass
is hung from the string as shown in figure the mass is released from rest then
What is the moment of inertia of a solid sphere of density and radius
about its diameter?
physics-General
physics-
A solid cylinder of mass M and R is mounted on a frictionless horizontal axle so that it can freely rotate about this axis. A string of negligible mass is wrapped round the cylinder and a body of mass m is hung from the string as shown in figure the mass is released from rest then A wheel having moment of inertia
about its vertical axis, rotates at the rate of 60rpm about this axis. The torque which can stop the wheels rotation in one minute will be..
A solid cylinder of mass M and R is mounted on a frictionless horizontal axle so that it can freely rotate about this axis. A string of negligible mass is wrapped round the cylinder and a body of mass m is hung from the string as shown in figure the mass is released from rest then A wheel having moment of inertia
about its vertical axis, rotates at the rate of 60rpm about this axis. The torque which can stop the wheels rotation in one minute will be..
physics-General