Question
How is a gas defined?
![](data:image/png;base64,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)
- Indefinite shape, indefinite volume
- Definite shape, definite volume
- Found in stars
- Definite volume, indefinite shape
Hint:
Gases fill up all empty spaces.
The correct answer is: Indefinite shape, indefinite volume
- Gas fills up any empty space.
- In gases intermolecular forces of attraction are negligible.
- In gases, intermolecular space is very large.
- Gases have no definite shape or volume.
Related Questions to study
Which form of matter does not take the shape of its container?
Which form of matter does not take the shape of its container?
Which one of the following is not a form of matter?
Rest all options are a form of matter.
Which one of the following is not a form of matter?
Rest all options are a form of matter.
Which of the following cannot be regarded as molecular solid?
The molecular solids are known to also be bonded by hydrogen bonding, dipole-dipole interactions, halogen bonding, and london dispersion forces.
Which of the following cannot be regarded as molecular solid?
The molecular solids are known to also be bonded by hydrogen bonding, dipole-dipole interactions, halogen bonding, and london dispersion forces.
Which of the following substances that Favors the existence in the solid state?
High temperature causes the particles to vibrate, move quickly, collide with each other and move further apart, thus expanding the shape.
Which of the following substances that Favors the existence in the solid state?
High temperature causes the particles to vibrate, move quickly, collide with each other and move further apart, thus expanding the shape.
When a thermometer is heated, the liquids inside the thermometer moves up. This is mainly because:
Mercury is the only metal that exist in liquid form.
When a thermometer is heated, the liquids inside the thermometer moves up. This is mainly because:
Mercury is the only metal that exist in liquid form.
When you heat a sample of gas, what happens to the particles that make up the gas?
This phenomenon is used by various industries to heat up the gas.
When you heat a sample of gas, what happens to the particles that make up the gas?
This phenomenon is used by various industries to heat up the gas.
Water on wax paper don’t break easily when they touch each other, this is mainly because:
Water lingers towards adhesion more than it does towards cohesion.
Water on wax paper don’t break easily when they touch each other, this is mainly because:
Water lingers towards adhesion more than it does towards cohesion.
When an iron rod is heated, it gets longer upon beating, this is because the particles in the iron rod:
The iron rod, on heating initially becomes red, then orange, and finally turns blue.
When an iron rod is heated, it gets longer upon beating, this is because the particles in the iron rod:
The iron rod, on heating initially becomes red, then orange, and finally turns blue.
The coordination number of Y will be in the XY types of crystal (Crystal is sodium chloride)
The coordination number refers to the number of atoms that surround one other atom and vice versa.
The coordination number of Y will be in the XY types of crystal (Crystal is sodium chloride)
The coordination number refers to the number of atoms that surround one other atom and vice versa.
Which of the following is not a characteristic property of solids?
The strength of intermolecular forces of attraction decreases as we move from solids to gases.
Which of the following is not a characteristic property of solids?
The strength of intermolecular forces of attraction decreases as we move from solids to gases.
A crystalline solid:
Crystalline solids have a high melting point
A crystalline solid:
Crystalline solids have a high melting point
A unit cell of NaCl is made up of:
The ionic structure is overall neutral if positive charge is equal to the negative charge.
A unit cell of NaCl is made up of:
The ionic structure is overall neutral if positive charge is equal to the negative charge.
Which of the following has the highest rate of evaporation is
When gasoline evaporates, the components with a low boiling point are lost first.
Which of the following has the highest rate of evaporation is
When gasoline evaporates, the components with a low boiling point are lost first.
Which of the following solids is not an electrical conductor?
(i) MgO(s)
(ii) I2 (s)
(iii) H2O (s)
(i) MgO(s)
(ii) I2 (s)
(iii) H2O (s)
Metals possess the ability to act as electric conductors.
Which of the following solids is not an electrical conductor?
(i) MgO(s)
(ii) I2 (s)
(iii) H2O (s)
(i) MgO(s)
(ii) I2 (s)
(iii) H2O (s)
Metals possess the ability to act as electric conductors.
When you heat a sample of a solid, the particles in it becomes:
When particles try to move away from each other, they result in expanding the solids.
When you heat a sample of a solid, the particles in it becomes:
When particles try to move away from each other, they result in expanding the solids.