Chemistry
Grade-9
Easy
Question
Ionic compounds have high melting points:
- True
- False
Hint:
Ionic compounds have high melting and boiling point.
The correct answer is 'True'.
- Ionic compounds have high melting and boiling point.
- Ionic compounds form strong bonds.
- Ionic compounds have high lattice enthalpy.
- Ionic compounds form a crystal lattice structures.
Related Questions to study
Chemistry
Why do ionic compounds have high melting and boiling points?
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)
Why do ionic compounds have high melting and boiling points?
![](data:image/png;base64,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)
ChemistryGrade-9
Chemistry
Ionic compounds conduct electricity when dissolved in water. Which statement below explains the best?
Ionic compounds conduct electricity when dissolved in water. Which statement below explains the best?
ChemistryGrade-9
Chemistry
What properties does an ionic compound have?
What properties does an ionic compound have?
ChemistryGrade-9
Chemistry
What type of forces hold on an ionic lattice compounds?
What type of forces hold on an ionic lattice compounds?
ChemistryGrade-9
Chemistry
Which of the following is a property of an ionic compound?
Which of the following is a property of an ionic compound?
ChemistryGrade-9
Chemistry
Which of the following properties are not shown by ionic compounds:
![](data:image/png;base64,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)
Which of the following properties are not shown by ionic compounds:
![](data:image/png;base64,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)
ChemistryGrade-9
science
A car moving at a velocity of 5 m/s accelerates to 25 m/s while covering a distance of 1.8 km. The time it takes to cover that distance is ___ seconds.
A car moving at a velocity of 5 m/s accelerates to 25 m/s while covering a distance of 1.8 km. The time it takes to cover that distance is ___ seconds.
scienceGrade-9
science
A ball is dropped from the top of a building of height 80 m. Considering the acceleration due to gravity of the Earth to be 10 m/s2, the time it takes to hit the ground is ____s
A ball is dropped from the top of a building of height 80 m. Considering the acceleration due to gravity of the Earth to be 10 m/s2, the time it takes to hit the ground is ____s
scienceGrade-9
science
The displacement of the body whose v-t graph is given below is ____ m.
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)
The displacement of the body whose v-t graph is given below is ____ m.
![](data:image/png;base64,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)
scienceGrade-9
science
The x-intercept and the y-intercept of a v-t graph represent ___ and ___ respectively.
The x-intercept and the y-intercept of a v-t graph represent ___ and ___ respectively.
scienceGrade-9
science
In a running race between 4 people, the 1st person did not start running as soon as the whistle was blown. He started running after a few seconds. The x-intercept of the v-t graph of the 1st person is ___.
In a running race between 4 people, the 1st person did not start running as soon as the whistle was blown. He started running after a few seconds. The x-intercept of the v-t graph of the 1st person is ___.
scienceGrade-9
science
A stone is thrown upwards. It moves upwards for some time and then starts falling down. The velocity that the stone has just before touching the ground is ___.
A stone is thrown upwards. It moves upwards for some time and then starts falling down. The velocity that the stone has just before touching the ground is ___.
scienceGrade-9
science
An object is moving at some velocity increases its speed later. The y-intercept of its v-t graph is ___.
An object is moving at some velocity increases its speed later. The y-intercept of its v-t graph is ___.
scienceGrade-9
science
The acceleration of the body whose v-t graph is given below is ____ m/s2.
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)
The acceleration of the body whose v-t graph is given below is ____ m/s2.
![](data:image/png;base64,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)
scienceGrade-9
science
Which of the following quantities cannot be calculated by directly using the second equation of motion?
Which of the following quantities cannot be calculated by directly using the second equation of motion?
scienceGrade-9