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In which of the following Tyndall effect is not observed? (a) gold sol (b) sugar solution (c) emulsions (d) suspension

Short Answer

Expert verified
The Tyndall effect is not observed in a sugar solution (b).

Step by step solution

01

Understanding the Tyndall Effect

The Tyndall effect occurs when particles are large enough to scatter light. This phenomenon is observed in colloidal solutions and some suspensions but not in true solutions where particles are too small to scatter light.
02

Evaluate the Options

Let's consider each option: (a) Gold sol is a colloidal solution with particles large enough to scatter light, showing the Tyndall effect. (b) Sugar solution is a true solution with particles too small to scatter light, so it doesn't show the Tyndall effect. (c) Emulsions are colloids where the droplets scatter light, showing the Tyndall effect. (d) Suspensions have larger particles that scatter light, showing the Tyndall effect.
03

Determine the Correct Answer

Since the Tyndall effect is not observed in true solutions where particles are molecular in size, the sugar solution (option b) is where the Tyndall effect is not observed as it is a true solution.

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Key Concepts

These are the key concepts you need to understand to accurately answer the question.

Colloidal Solutions
Colloidal solutions are a fascinating type of mixture where the particles are dispersed throughout another substance. Although they may look like solutions, they are quite distinct due to particle size and behavior. Colloids have particle sizes ranging from 1 to 1000 nanometers. They are evenly distributed, yet remain throughout the mixture instead of settling at the bottom, as in suspensions.

The most intriguing feature of colloids is their ability to scatter light, known as the Tyndall Effect. This occurs because the colloidal particles are large enough to disrupt and scatter the incoming light. Common examples include fog and milk, both of which scatter light, creating a visible path of illumination. This scattering can make colloids appear opaque or cloudy, even though the particles are microscopically small.

Colloids are an important category in chemistry, playing roles in various fields such as medicine and materials science. Their unique properties make them useful in creating everything from medical dressings to advanced electronic devices.
True Solutions
In contrast to colloidal solutions, true solutions are homogeneous mixtures where the solute is dissolved completely into the solvent at a molecular level. The primary characteristic of true solutions is the size of their particles. These particles are typically less than 1 nanometer in diameter, making them too small to scatter light, hence they do not exhibit the Tyndall Effect.

True solutions are typically clear and transparent. This transparency arises because the solute molecules are so small and uniformly distributed that they do not scatter visible light. An everyday example of a true solution is sugar dissolved in water. Here, the sugar molecules are individually surrounded by water molecules, forming a uniform solution.

An additional property of true solutions is their stability over time; the solute does not settle out, even after standing for a long period. These solutions are crucial in biological and industrial processes due to their predictability and uniformity.
Light Scattering
Light scattering is a key concept in understanding the behavior of different types of mixtures, such as colloids and true solutions. When light passes through a medium, its path can be altered depending on the size and nature of the particles in that medium. This is precisely what is demonstrated in the Tyndall Effect, named after the scientist John Tyndall who first studied it.

In colloidal solutions, the dispersed particles are large enough to interfere with and scatter the light waves passing through them. This scattering makes the path of the light visible, hence, you often see beams of light when dust particles are present in the air or underwater in foggy conditions.

True solutions, however, lack this light scattering because their molecular-sized particles do not disrupt the light waves. As a result, light passes through without modification, and the solutions remain clear and invisible under normal lighting conditions. Understanding light scattering is important in many applications, including engineering and environmental science.
Particle Size in Solutions
The size of particles within a solution is crucial in determining the type of solution and its characteristics. In general, solutions are classified into three types based on particle size: true solutions, colloidal solutions, and suspensions. Each type has distinct properties and applications.

  • True solutions have particles that are less than 1 nanometer in diameter. These molecular-sized particles are too small to be observed with light microscopes and do not settle over time.
  • Colloidal solutions have particles that range from 1 to 1000 nanometers, large enough to scatter light and manifest the Tyndall Effect, yet still small enough to remain in suspension without settling rapidly.
  • Suspensions feature particles larger than 1000 nanometers, so heavy and sizable that they tend to settle out unless continuously stirred or agitated.
The size of the particles influences not only the physical appearance of the solution but also its stability and possible applications. For example, industrial processes utilize colloids for their stability and unique scattering properties, whereas true solutions are preferred for their clarity and uniformity.

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Most popular questions from this chapter

The amount of gas adsorbed physically on charcoal (a) increases with pressure and decreases with temperature (b) increases with temperature and decreases with pressure (c) increases with temperature and pressure (d) increases either temperature or pressure.

Which of the following is not a favourable condition for physical adsorption? (a) Negative \(\Delta \mathrm{H}\) (b) High pressure (c) High temperature (d) Higher critical temperature of adsorbate

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Langmuir's adsorption equation which describes the amount of gas adsorbed on a solid surface is written as \(\frac{\mathrm{p}}{\mathrm{x} / \mathrm{m}}=\frac{1}{\mathrm{ab}}+\frac{\mathrm{p}}{\mathrm{b}}\) Here \(\mathrm{x} / \mathrm{m}\) is the extent of adsorption, a and \(\mathrm{b}\) are constants, and \(\mathrm{p}\) is the gas pressure. On the basis of the above equation indicate which of the following statements is correct? (1) At low value of \(\mathrm{p}, \mathrm{x} / \mathrm{m} \propto \mathrm{p}\). (2) At high value of \(\mathrm{p}, \mathrm{x} \longrightarrow \mathrm{b}\) (adsorption is independent of pressure). (3) Between the low and high value of \(\mathrm{p}\), the above equation becomes \(x / m=k p^{1 / n}\) which is the Freundlich equation (here \(\mathrm{k}\) and \(\mathrm{n}\) are constants) (a) 1 and 2 (b) 2 and 3 (c) \(\mathbb{l}\) and 3 (d) 1,2 and 3

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