Physics
Grade-10
Easy
Question
The major source of acid rain pollution is
- Exhaust from cars
- Nuclear reactors
- Burning of coal in power plants
- The sun
Hint:
- Acid rain means the precipitation of acidic components such as Sulfuric or Nitric acid. Sulfur dioxide and oxides of nitrogen get into the upper atmosphere by wind or air currents and get mixed with water.
- The SO2 and NOX react with water, oxygen and other chemicals to form sulfuric and nitric acids. Normal rain has a pH value of 5.6. It is slightly acidic due to the presence of carbon dioxide which gets dissolved into the water forming weak carbonic acid.
- However, acid rain usually has a pH between 4.2 and 4.4 because of the large quantity of acids. The major sources of sulphuric dioxide and oxides of nitrogen are the burning of fossil fuels, emission from vehicles, oil refineries, etc.
The correct answer is: Burning of coal in power plants
Power plants release the majority of sulfur dioxide and much of the nitrogen oxides when they burn fossil fuels, such as coal, to produce electricity. In addition
Related Questions to study
Physics
Oxides of sulfur and nitrogen caused by burning coal and oil can result in a type of air pollution known as
Oxides of sulfur and nitrogen caused by burning coal and oil can result in a type of air pollution known as
PhysicsGrade-10
Physics
Which of these is not a consequence of increased global warming?
Which of these is not a consequence of increased global warming?
PhysicsGrade-10
Physics
Our biggest environmental concern, global warming, is caused by the emission of this gas when any fossil fuel is burned
Our biggest environmental concern, global warming, is caused by the emission of this gas when any fossil fuel is burned
PhysicsGrade-10
Physics
How does a geothermal plant prevent the leakage of sulfur into the environment?
How does a geothermal plant prevent the leakage of sulfur into the environment?
PhysicsGrade-10
Physics
What is the main potential water pollutant from a geothermal reservoir?
What is the main potential water pollutant from a geothermal reservoir?
PhysicsGrade-10
Physics
Which of the following are the environmental consequences of using coal?
Which of the following are the environmental consequences of using coal?
PhysicsGrade-10
Physics
Global warming is an increase in Earth's global temperature caused by carbon dioxide emissions and deforestation. What are some possible solutions?
Global warming is an increase in Earth's global temperature caused by carbon dioxide emissions and deforestation. What are some possible solutions?
PhysicsGrade-10
Physics
Global warming is an increase in Earth's global temperature caused by carbon dioxide emissions and deforestation. What are some possible solutions?
Global warming is an increase in Earth's global temperature caused by carbon dioxide emissions and deforestation. What are some possible solutions?
PhysicsGrade-10
Physics
Choose the incorrect statement.
Choose the incorrect statement.
PhysicsGrade-10
Physics
Which one of the following energy sources leads to the least environmental pollution in the process of its harnessing and utilization?
Which one of the following energy sources leads to the least environmental pollution in the process of its harnessing and utilization?
PhysicsGrade-10
Physics
Acid rain happens because
Acid rain happens because
PhysicsGrade-10
Physics
The pie chart shows percentages of carbon dioxide (CO2) emissions by sector. The greatest reduction in carbon dioxide emissions could be achieved if it were possible to reduce, by half, which source of emissions?
![](data:image/png;base64,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)
The pie chart shows percentages of carbon dioxide (CO2) emissions by sector. The greatest reduction in carbon dioxide emissions could be achieved if it were possible to reduce, by half, which source of emissions?
![](data:image/png;base64,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)
PhysicsGrade-10
Physics
Gases released from power plants mix with water vapor in the sky to make ________________.
Gases released from power plants mix with water vapor in the sky to make ________________.
PhysicsGrade-10
Physics
________ power plants are increasing radioactivity in the environment.
________ power plants are increasing radioactivity in the environment.
PhysicsGrade-10
Physics
Corn, wheat, and soybeans can be made into a substance called ethanol. In some places, ethanol is part of a mixture used to power cars and trucks. What type of alternative energy resource is ethanol?
Corn, wheat, and soybeans can be made into a substance called ethanol. In some places, ethanol is part of a mixture used to power cars and trucks. What type of alternative energy resource is ethanol?
PhysicsGrade-10