Chemistry
Grade-7
Easy
Question
Which of the following mixture is not an example of a colloidal solution?
Hint:
D
The correct answer is: ![](data:image/png;base64,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)
- Blood is a type of colloid. The dispersed phase consists of blood cells, nutrients, minerals, and so forth, and the dispersing medium is plasma (containing water and other dissolved components).
- Because the dispersed particles are indefinitely scattered throughout the binder, dried paint is often termed a colloid (dispersing medium). When paint is made, the pigments are very finely ground, frequently together with the binder, to achieve colloidal particle size.
- Fat and chocolate particles are suspended in a fluid; they do not dissolve in water but are small enough to spread evenly and appear uniform so they act as a solution.
- Makeup is a colloid as they reflect light showing Tyndall effect.
Related Questions to study
Chemistry
If a solution contains 55 g of common salt in 500 g of water, the mass percentage will be
If a solution contains 55 g of common salt in 500 g of water, the mass percentage will be
ChemistryGrade-7
Chemistry
Match the statements of Column A with those of Column B.
![](data:image/png;base64,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)
Match the statements of Column A with those of Column B.
![](data:image/png;base64,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)
ChemistryGrade-7
Chemistry
Complete the following analogy:
Suspension: mud in water: solutions:
Complete the following analogy:
Suspension: mud in water: solutions:
ChemistryGrade-7
Chemistry
Identify the alloy from the following.
Identify the alloy from the following.
ChemistryGrade-7
Chemistry
What kind of mixture can be separated by the method of filtration?
What kind of mixture can be separated by the method of filtration?
ChemistryGrade-7
Chemistry
What kind of solution is sol?
What kind of solution is sol?
ChemistryGrade-7
Chemistry
The mixture in which the dispersed phase is solid and the dispersion medium is gas is known as
The mixture in which the dispersed phase is solid and the dispersion medium is gas is known as
ChemistryGrade-7
Chemistry
The amount of the solute present in the saturated solution at a given temperature is called as
The amount of the solute present in the saturated solution at a given temperature is called as
ChemistryGrade-7
Chemistry
In which of the following does the scattering of light takes place?
In which of the following does the scattering of light takes place?
ChemistryGrade-7
Chemistry
What is an emulsion?
What is an emulsion?
ChemistryGrade-7
Chemistry
The amount mass of solute present in a given mass of the solution is known as
The amount mass of solute present in a given mass of the solution is known as
ChemistryGrade-7
Chemistry
The colloidal system, the substance that is dispersed is known as
The colloidal system, the substance that is dispersed is known as
ChemistryGrade-7
Chemistry
In the picture below, a beam of light is passing through the solution present in beaker A and beaker B. What types of solutions are present in beaker A and beaker B, respectively?
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)
In the picture below, a beam of light is passing through the solution present in beaker A and beaker B. What types of solutions are present in beaker A and beaker B, respectively?
![](data:image/png;base64,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)
ChemistryGrade-7
Chemistry
Study the vein diagram carefully.
![](data:image/png;base64,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)
Which of the following colloidal system represent points 1, 2, and 3?
Study the vein diagram carefully.
![](data:image/png;base64,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)
Which of the following colloidal system represent points 1, 2, and 3?
ChemistryGrade-7
Chemistry
A heterogeneous mixture where the particles do not dissolve but float in the solution is called
A heterogeneous mixture where the particles do not dissolve but float in the solution is called
ChemistryGrade-7