Chemistry
Grade-6
Easy
Question
A ____ and _____ are used to grind up solid chemicals into a fine powder and crush solids into smaller pieces.
- Mortar and pestle
- Pestle and wire gauze
- China dish and glass rod
- Mortar and spatula
Hint:
The given requirement is a piece of laboratory equipment would be used to grind large crystals into a powder mortar and pestle.
The correct answer is: Mortar and pestle
A Mortar and pestle are used to grind up solid chemicals into a fine powder and crush solids into smaller pieces.
It is used for grinding and crushing chemicals for assorted lab procedures. it has various sizes and is made of porcelain with unglazed interiors.
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Match the following with the correct usage.
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)
Match the following with the correct usage.
![](data:image/png;base64,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)
ChemistryGrade-6
Chemistry
To carry any kind of salt in the laboratory, we can use a _____.
To carry any kind of salt in the laboratory, we can use a _____.
ChemistryGrade-6
Chemistry
Lab equipment used in hospitals to collect blood samples is
Lab equipment used in hospitals to collect blood samples is
ChemistryGrade-6
Chemistry
Identify the equipment.
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)
Identify the equipment.
![](data:image/png;base64,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)
ChemistryGrade-6
Chemistry
A stir rod is also known as a glass rod.
A stir rod is also known as a glass rod.
ChemistryGrade-6