Temperature Measurement for Class 2 Maths
In our daily life, hot and cold are measured. This measure of hot and cold is known as Temperature. In this learning concept, students will learn about temperature measurement. They will learn about how Temperature is measured in degrees.
In this learning concept, students will learn:
- About the temperature measuring device thermometer.
- Parts of thermometers and different types of thermometers.
- Also, the relation between Celsius and Fahrenheit.
Each concept is explained to class 2 maths students using illustrations, examples, misconceptions, and mind maps. Students can assess their learning by solving the two printable worksheets at the pages’ end.
Download the measurement of temperature worksheet for class 2 and check the solutions for the concept of measurement of Temperature provided in PDF format.
Temperature tells us how hot or cold something is.
Examples:
- Tea is hot, it has a higher temperature.
- Ice cream is cold; it has a lower temperature.
- Soup is hot, it has a higher temperature.
- Juice is cold, it has a lower temperature.
- By slightly touching the above objects, we can easily say whether it is hot or cold.
- Hot objects have higher temperatures.
- Cold objects have lower temperatures.
Hot and Cold Weather
- When we go out on a summer afternoon, we feel very hot.
- It means the temperature is high on a summer day.
- When we go out on a snowy evening, we feel very cold.
- It means the temperature is low on a snowy day.
Temperature Measuring Devices:
- By touching an object, we can identify whether it is hot or cold, but we can’t measure the temperature of the object. Because temperature is the degree of hotness or coldness.
- We can measure the temperature by using an instrument called thermometer.
Thermometer:
- Thermometer is a device used to measure Temperature.
Parts of Thermometer:
- Glass tube: Glass tube is a long cylindrical tube that is connected to the bulb.
- Bulb with a liquid: The bulb is the lowest part of the thermometer, and has a spherical shape. Here, Mercury stays in liquid form. When the temperature is getting high, mercury in the bulb moves up in the glass tube.
- Temperature scales: There are marked scales with numbers on both sides with respect to units of the temperature.
- There are mainly two types of units of Temperature on a thermometer–
- ℃ – C stands for Celsius
- ℉ – F stands for Fahrenheit
Did you know?
Celsius and Fahrenheit are the names of the people who invented each of these units.
- United States and some other countries use the Fahrenheit unit.
- Rest of the countries in the world use Celsius unit.
Relation Between Celsius and Fahrenheit
32 ℉ = 0 ℃
- 32 ℉ is equal to 0 ℃.
- In India we use a Celsius unit to measure temperature.
How to Read Thermometer:
Example 1:
- We will measure the temperature of the boiling water.
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- After putting the thermometer in the hot water, the thermometer’s mercury level reached at the number 100.
- Water boils at 100℃ temperature. It’s too hot.
Example 2:
- We will measure the temperature of the ice.
- After putting the thermometer on the cold ice, the thermometer’s mercury level reached at the number 0.
- Water freezes into ice at 0℃ temperature. It’s too cold.
Example 3:
- We will measure the temperature of the normal glass of water.
- After putting the thermometer in the normal glass of water, the thermometer’s mercury level reached at the number 20.
- Temperature of the glass of water is 20℃. It’s a normal temperature.
- When temperature is increasing, mercury level goes up.
- When temperature is decreasing, mercury level goes down.
- By observing the mark of the mercury level, we can measure
the temperature of the object.
Different Types of Thermometers:
New words:
Freeze: To become hard (and often change into ice) because of extreme
cold.
Example:
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We made a snowman in our balcony. It is frozen and stands like statue.
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