ESS
Grade-10
Easy
Question
The following image shows____________.
![](data:image/png;base64,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)
- Convergent Plate Movement
- Divergent Plate Movement
- Transform Plate Movement
- Boundary Plate Movement
Hint:
Convergent
The correct answer is: Convergent Plate Movement
- Convergent boundaries, also called destructive boundaries, are places where two or more plates move toward each other.
- So, the correct option is a.
![](https://mycourses.turito.com/tokenpluginfile.php/c161933dbfaab094c54655ab71e9b8f0/1/question/generalfeedback/1653359/1/1029112/images%20%2818%29.jpeg)
![](https://mycourses.turito.com/tokenpluginfile.php/c161933dbfaab094c54655ab71e9b8f0/1/question/generalfeedback/1653359/1/1029112/images%20%2818%29.jpeg)
Related Questions to study
ESS
In which of the following movement, plates move towards each other, and they collide?
In which of the following movement, plates move towards each other, and they collide?
ESSGrade-10
ESS
What change can be seen in living things as climate change?
What change can be seen in living things as climate change?
ESSGrade-10
ESS
Which of the following statement is correct?
Which of the following statement is correct?
ESSGrade-10
ESS
________is the process of collision of two plates with different densities.
________is the process of collision of two plates with different densities.
ESSGrade-10
ESS
________ contains highest mountains and deep oceans.
- Oceans and mountains are formed by tectonic activity in the lithosphere.
________ contains highest mountains and deep oceans.
ESSGrade-10
- Oceans and mountains are formed by tectonic activity in the lithosphere.
ESS
________ is a sudden shaking of the earth’s crust.
- A hurricane is a tropical storm.
- A tornado is a violently rotating column of air touching the ground, usually attached to the base of a thunderstorm.
- A storm is an acute disturbance of the atmosphere that is coupled with the mighty wind and usually by heavy or light rain, snow, hail, sleet, or thunder and accompanied by lightning.
________ is a sudden shaking of the earth’s crust.
ESSGrade-10
- A hurricane is a tropical storm.
- A tornado is a violently rotating column of air touching the ground, usually attached to the base of a thunderstorm.
- A storm is an acute disturbance of the atmosphere that is coupled with the mighty wind and usually by heavy or light rain, snow, hail, sleet, or thunder and accompanied by lightning.
ESS
The plates and the upper part of the mantle come together to form a layer is called__________.
- The troposphere is the first and lowest layer of the atmosphere of the Earth.
- The exosphere is the outermost layer of atmosphere.
The plates and the upper part of the mantle come together to form a layer is called__________.
ESSGrade-10
- The troposphere is the first and lowest layer of the atmosphere of the Earth.
- The exosphere is the outermost layer of atmosphere.
ESS
Which of the following is formed by Oceanic Plates?
- There are seven major plates-
- African, Antarctic, Eurasian, Indo-Australian, North American, Pacific and South American.
Which of the following is formed by Oceanic Plates?
ESSGrade-10
- There are seven major plates-
- African, Antarctic, Eurasian, Indo-Australian, North American, Pacific and South American.
ESS
At the boundaries the magma reaches to the surfaces and formation of ridges take place on which area?
- Where plates converge, one plate may move under the other causing earthquakes, forming volcanoes, or creating deep ocean trenches.
- Where plates diverge from each other, molten magma flows upward between the plates, forming mid-ocean ridges, underwater volcanoes, hydrothermal vents, and new ocean floor crust.
At the boundaries the magma reaches to the surfaces and formation of ridges take place on which area?
ESSGrade-10
- Where plates converge, one plate may move under the other causing earthquakes, forming volcanoes, or creating deep ocean trenches.
- Where plates diverge from each other, molten magma flows upward between the plates, forming mid-ocean ridges, underwater volcanoes, hydrothermal vents, and new ocean floor crust.
ESS
The boundary where two tectonic plates come together is called___________.
- A divergent boundary occurs when two tectonic plates move away from each other.
The boundary where two tectonic plates come together is called___________.
ESSGrade-10
- A divergent boundary occurs when two tectonic plates move away from each other.
ESS
When the heated Magma flow onto the surface of Earth all through the fracture, cracks, and volcanoes, it is called as___________.
- Lava is the hot molten magma that reaches the Earth's surface through cracks and crevices during a volcanic eruption.
- This cools down and solidifies below the Earth's surface or on it to form rocks.
When the heated Magma flow onto the surface of Earth all through the fracture, cracks, and volcanoes, it is called as___________.
ESSGrade-10
- Lava is the hot molten magma that reaches the Earth's surface through cracks and crevices during a volcanic eruption.
- This cools down and solidifies below the Earth's surface or on it to form rocks.
ESS
The word 'Tectonics' comes from __________.
The word 'Tectonics' comes from __________.
ESSGrade-10
ESS
The ________________ flows along the East Coast of North America till it is bounced to the right by westerly winds.
- The Gulf Stream is a strong ocean current that brings warm water from the Gulf of Mexico into the Atlantic Ocean.
The ________________ flows along the East Coast of North America till it is bounced to the right by westerly winds.
ESSGrade-10
- The Gulf Stream is a strong ocean current that brings warm water from the Gulf of Mexico into the Atlantic Ocean.
ESS
________is the strongest evidence for climate change.
________is the strongest evidence for climate change.
ESSGrade-10
ESS
Select the currents that flow from lower latitudes to higher latitudes.
Select the currents that flow from lower latitudes to higher latitudes.
ESSGrade-10