Chemistry
Grade-10
Easy
Question
Which of these examples is a physical change?
Hint:
A physical change is a type of change where the physical properties of matter undergo change.
The correct answer is: ![](data:image/png;base64,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)
A broken pencil is an example of physical change.
- The burning of coal is not a physical change, when coal is burnt, the carbon is changed to carbon dioxide which is the formation of new products. Also, this process is irreversible.
- Adding baking soda to water causes change to the water, it is a chemical change, aside from the slight and fast-acting dizziness, the physical composition of the after is not altered. Hence it is not a physical change.
- In the ripening of bananas, the chemical composition of the banana changes, and it is irreversible.
- Since the size of a pencil reduces once broken, it can be said as an example of physical change.
Related Questions to study
ESS
______________is the direct source of information about the Earth’s interior.
______________is the direct source of information about the Earth’s interior.
ESSGrade-10
ESS
Convection currents occur in_________.
- Heated mantle material rise from deep inside the mantle, while cooler mantle material sinks, creating a convection current.
- This type of current is responsible for the movements of the plates of Earth's crust.
Convection currents occur in_________.
ESSGrade-10
- Heated mantle material rise from deep inside the mantle, while cooler mantle material sinks, creating a convection current.
- This type of current is responsible for the movements of the plates of Earth's crust.
ESS
Select the false statement.
Select the false statement.
ESSGrade-10
ESS
Which of the following statement is correct?
Which of the following statement is correct?
ESSGrade-10
ESS
Lithosphere consists of _____________.
- The lithosphere is the coolest and most rigid part of Earth.
Lithosphere consists of _____________.
ESSGrade-10
- The lithosphere is the coolest and most rigid part of Earth.
ESS
___________provides indirect information about the Earth’s interior.
Gravity is an indirect source of Earths interior.
___________provides indirect information about the Earth’s interior.
ESSGrade-10
Gravity is an indirect source of Earths interior.
ESS
Outer core is present in ________.
Outer core is present in ________.
ESSGrade-10
ESS
_______is the thickness of the oceanic crust.
_______is the thickness of the oceanic crust.
ESSGrade-10
ESS
Choose the correct statement about the source of information of Earth’s interior.
Choose the correct statement about the source of information of Earth’s interior.
ESSGrade-10
ESS
Continental crust consists of ___________.
Continental crust consists of ___________.
ESSGrade-10
ESS
Continental crust is _____________ than oceanic crust.
- Oceanic crust differs from continental crust in several ways:
- It is thinner, denser, younger, and of different chemical composition.
Continental crust is _____________ than oceanic crust.
ESSGrade-10
- Oceanic crust differs from continental crust in several ways:
- It is thinner, denser, younger, and of different chemical composition.
ESS
Magma indicates________.
- Magma is extremely hot liquid and semi-liquid rock located under Earth's surface.
- This magma can push through holes or cracks in the crust, causing a volcanic eruption.
Magma indicates________.
ESSGrade-10
- Magma is extremely hot liquid and semi-liquid rock located under Earth's surface.
- This magma can push through holes or cracks in the crust, causing a volcanic eruption.
ESS
The mean density of material in oceanic crust is____________.
The mean density of material in oceanic crust is____________.
ESSGrade-10
ESS
Which of the following property of outer layer inhibits the core from becoming a liquid or gas form?
Which of the following property of outer layer inhibits the core from becoming a liquid or gas form?
ESSGrade-10