Chemistry
Grade-9
Easy
Question
A pure substance that cannot be broken down into a simpler substance by a chemical reaction.
- Compound
- Element
- Solid
- Liquid
Hint:
Element is the simplest substance that cannot be broken by chemical reaction.
The correct answer is: Element
- A compound is the combination of two or more elements.
- Element is a pure substance that cannot be broken down into a simpler substance by a chemical reaction.
- Solid is a state of matter with maximum intermolecular forces of attraction and minimum intermolecular space.
- The liquid is a state of matter that can take up the shape of the container in which it is kept.
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)
A section of the Periodic Table of Elements is provided. What is the chemical symbol for magnesium?
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)
A section of the Periodic Table of Elements is provided. What is the chemical symbol for magnesium?
ChemistryGrade-9
Chemistry
Identify the scientist whose name is not given for any element?
Identify the scientist whose name is not given for any element?
ChemistryGrade-9
Chemistry
Which of the following is an element?
Which of the following is an element?
ChemistryGrade-9
Chemistry
Which of the compounds shows the highest lattice energy?
Which of the compounds shows the highest lattice energy?
ChemistryGrade-9
Chemistry
They are non-conductors of electricity in solid, molten or aqueous state.
They are non-conductors of electricity in solid, molten or aqueous state.
ChemistryGrade-9
Chemistry
Which of the following is NOT TRUE about covalent compounds?
Which of the following is NOT TRUE about covalent compounds?
ChemistryGrade-9
Chemistry
They are conductors of electricity in solid, molten or aqueous state.
They are conductors of electricity in solid, molten or aqueous state.
ChemistryGrade-9
Chemistry
They have higher enthalpies of fusion and vaporization than molecular compounds.
They have higher enthalpies of fusion and vaporization than molecular compounds.
ChemistryGrade-9
Chemistry
Which of the following is true about lattice energy?
(i) Lattice energy ∝ charge
(ii) Lattice energy ∝ 1/distance
(iii) Lattice energy ∝ hydration energy
Which of the following is true about lattice energy?
(i) Lattice energy ∝ charge
(ii) Lattice energy ∝ 1/distance
(iii) Lattice energy ∝ hydration energy
ChemistryGrade-9
Chemistry
Ionic compounds conduct electricity when dissolved in water. Which statement below best explains the property?
Ionic compounds conduct electricity when dissolved in water. Which statement below best explains the property?
ChemistryGrade-9
Chemistry
What properties does an ionic compound have?
What properties does an ionic compound have?
ChemistryGrade-9
Chemistry
Which of the following is a property of an ionic compound?
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)
Which of the following is a property of an ionic compound?
![](data:image/png;base64,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)
ChemistryGrade-9