1) Write About a Few Instruments That Are Used in the Kitchen.
The following instruments are used in the kitchen-
- Measuring cup-Measuring cup is used to measure the volume of liquid ingredients like milk, oil and solid ingredients like flour, sugar etc.
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- Measuring spoon-Measuring spoons are used to measure the volume of solid and liquid ingredients like oil, salt, baking powder etc.
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GEz+VA+Y474F/DSfwBoE0t9tGo6gweVFORCo+6me56kn1NFd1RQSf/Z)
- Digital weighing scale-Weighing scale machines are used to measure the weight of solid ingredients like rice, flour, sugar etc.
![](data:image/jpeg;base64,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)
- Thermometer-Thermometers are used to check the temperature of cooked food or while cooking a specific type of food.
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2) What Is the Difference Between an Analogue and a Digital Watch?
The difference between an analogue watch and a digital watch are as follows:
Analogue watch |
Digital watch |
1. These watches show time with the help of hour, minute and second hands. |
1. These watches show time with the help of a digital display like L.E.D. or LCD. |
2. Analogue watches are less accurate. |
2. Digital watches are more accurate. |
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) 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) 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3) What Is an Ammeter?
- An ammeter is a device used for measuring the current flowing in a circuit.
- The magnitude of current flowing in a circuit is measured in ampere using an ammeter.
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)
4) Why Do We Use Both Metre Sticks and Measuring Tapes To Measure Length?
- Both measuring sticks and measuring tapes are used in different situations or for different purposes.
- The measuring tape is more flexible than a metre stick.
- A measuring tape can be used to measure long distances, but metre sticks can be used to measure more minor things like a piece of cloth or the dimensions of an object.