Chemistry
Grade-6
Easy
Question
Identify the equipment.
![](data:image/png;base64,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)
- Dropper
- Watch glass
- Funnel
- Clay triangle
Hint:
The given equipment is used to transfer small quantities of liquids.
The correct answer is: Dropper
The given equipment is Dropper.
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Chemistry
Identify the equipment.
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)
Identify the equipment.
![](data:image/png;base64,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)
ChemistryGrade-6
Chemistry
Assertion: Disposable forceps are usually made of lower-quality materials or plastics.
Reason: This is because they are disposed off after the use.
Assertion: Disposable forceps are usually made of lower-quality materials or plastics.
Reason: This is because they are disposed off after the use.
ChemistryGrade-6
Chemistry
A ____ and _____ are used to grind up solid chemicals into a fine powder and crush solids into smaller pieces.
A ____ and _____ are used to grind up solid chemicals into a fine powder and crush solids into smaller pieces.
ChemistryGrade-6
Chemistry
A _____ is a type of equipment used to cover the test tube for mixing.
A _____ is a type of equipment used to cover the test tube for mixing.
ChemistryGrade-6
Chemistry
A ___ is a facility that provides controlled conditions in which scientific or technological research, experiments, and measurement may be performed.
A ___ is a facility that provides controlled conditions in which scientific or technological research, experiments, and measurement may be performed.
ChemistryGrade-6
Chemistry
There are small divisions mentioned on the body of the laboratory thermometer. Which of the following temperatures is represented by one small division of the laboratory thermometer?
There are small divisions mentioned on the body of the laboratory thermometer. Which of the following temperatures is represented by one small division of the laboratory thermometer?
ChemistryGrade-6
Chemistry
Correct reasons of importance of laboratory equipment is-
Correct reasons of importance of laboratory equipment is-
ChemistryGrade-6
Chemistry
Name the thermometer which ranges between -10 0C to 110 0C.
Name the thermometer which ranges between -10 0C to 110 0C.
ChemistryGrade-6
Chemistry
What lab equipment is used to hold the test tubes during reaction?
What lab equipment is used to hold the test tubes during reaction?
ChemistryGrade-6
Chemistry
The shape of a mortar resembles a:
The shape of a mortar resembles a:
ChemistryGrade-6
Chemistry
Another name for wire gauze is-
Another name for wire gauze is-
ChemistryGrade-6
Chemistry
Device used to measure the temperature of the solution is the lab is -
Device used to measure the temperature of the solution is the lab is -
ChemistryGrade-6
Chemistry
A ceramic instrument used to support containers being heated by a Bunsen burner
A ceramic instrument used to support containers being heated by a Bunsen burner
ChemistryGrade-6