ESS
Grade-7
Easy
Question
The given image is of ___________.
![](data:image/png;base64,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)
- 1 – Evaporation, 2- condensation, 3 – precipitation
- 1 – Precipitation, 2 – condensation, 3 – evaporation
- 1 – Condensation, 2 – evaporation, 3 – precipitation
- 1 – Evaporation, 2 – precipitation, 3 - condensation
Hint:
The water cycle involves evaporation, condensation, and precipitation to circulate the water between the land and the atmosphere.
The correct answer is: 1 – Evaporation, 2- condensation, 3 – precipitation
- The water cycle involves the processes of evaporation, condensation, and precipitation.
- The evaporation vapors the water which reaches the atmosphere.
- The vapors get condensed to form clouds.
- The tiny water drops precipitate to form rain.
Related Questions to study
ESS
The energy to drive the water cycle comes from __________.
The energy to drive the water cycle comes from __________.
ESSGrade-7
ESS
__________ is the largest reservoir within the water cycle.
__________ is the largest reservoir within the water cycle.
ESSGrade-7
ESS
The amount of water on the planet _____________.
The amount of water on the planet _____________.
ESSGrade-7
ESS
If different stages of the water cycle are indicated as below:
‘A’ is for rain, ‘B’ for evaporation of water, ‘C’ for water present in rivers and lakes, and ‘D’ for the formation of clouds.
If we take B as the initial step in the water cycle, then what is the correct arrangement of letters A, B, C, and D to represent the water cycle?
If different stages of the water cycle are indicated as below:
‘A’ is for rain, ‘B’ for evaporation of water, ‘C’ for water present in rivers and lakes, and ‘D’ for the formation of clouds.
If we take B as the initial step in the water cycle, then what is the correct arrangement of letters A, B, C, and D to represent the water cycle?
ESSGrade-7
ESS
The name of the process ‘A’ and ‘C’ is ______________.
The name of the process ‘A’ and ‘C’ is ______________.
ESSGrade-7
ESS
The formation of clouds takes place ____________.
The formation of clouds takes place ____________.
ESSGrade-7
ESS
On a humid day, when we step out of an air-conditioned car, our spectacles become foggy, and we can't see clearly. This occurs as a result of a process known as ___________.
On a humid day, when we step out of an air-conditioned car, our spectacles become foggy, and we can't see clearly. This occurs as a result of a process known as ___________.
ESSGrade-7
ESS
Which of the following processes helps dry clothes in the sunlight?
Which of the following processes helps dry clothes in the sunlight?
ESSGrade-7
ESS
What are X, Y, and Z in the given diagram?
What are X, Y, and Z in the given diagram?
ESSGrade-7
ESS
Water cycle refers to the ______________.
Water cycle refers to the ______________.
ESSGrade-7
ESS
We feel cool after we start sweating because of ________________.
We feel cool after we start sweating because of ________________.
ESSGrade-7
ESS
The given image is of ________________.
The given image is of ________________.
ESSGrade-7
ESS
Which of the following does not belong to the water cycle?
Which of the following does not belong to the water cycle?
ESSGrade-7
ESS
Which of the following forms as a result of condensation?
Which of the following forms as a result of condensation?
ESSGrade-7
ESS
Plants emit a large amount of water vapor into the atmosphere through a process known as ___________.
Plants emit a large amount of water vapor into the atmosphere through a process known as ___________.
ESSGrade-7