/*! This file is auto-generated */ .wp-block-button__link{color:#fff;background-color:#32373c;border-radius:9999px;box-shadow:none;text-decoration:none;padding:calc(.667em + 2px) calc(1.333em + 2px);font-size:1.125em}.wp-block-file__button{background:#32373c;color:#fff;text-decoration:none} Problem 128 The internal resistance of a cel... [FREE SOLUTION] | 91Ó°ÊÓ

91Ó°ÊÓ

The internal resistance of a cell is the resistance of (a) electrodes of the cell (b) vessel of the cell (c) electrode used in the cell (d) material used in the cell

Short Answer

Expert verified
(d) material used in the cell

Step by step solution

01

Understanding Internal Resistance

Internal resistance is a property of the cell that hinders the flow of electrical current within its own structure. It is due to several factors including the materials from which the cell is made.
02

Evaluating Each Option

Let's evaluate each possible answer: (a) The resistance is not due to the electrodes themselves as these are conductors meant to facilitate current flow. (b) The vessel of the cell does not contribute to resistance since it is the container and not part of the conductive path. (c) Similar to the first point, the electrodes used are not a source of resistance. (d) The materials of the cell include the electrolyte and solutions which cause opposition to the flow of charge, hence this is most relevant to internal resistance.
03

Identifying the Cause

The resistance within a cell is mainly due to the electrolyte and the separator materials that provide resistance to current flow, rather than solid, conductive components like electrodes.

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Key Concepts

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

Electrolyte in a Cell
An electrolyte is a substance that produces an electrically conducting solution when dissolved. In the context of a cell, the electrolyte plays a significant role in allowing the flow of electric current within the cell itself. It usually consists of liquid or gel within the battery that contains ions. These ions are critical as they move between the electrodes during the charging and discharging processes.

Understanding the behavior of electrolytes helps us comprehend how they contribute to the internal resistance of a cell. As the ions move, they encounter some opposition, which essentially becomes a part of the cell's internal resistance. Therefore, the type and concentration of the electrolyte directly affect the cell's ability to conduct electricity efficiently.

Key insights about electrolytes include:
  • They are crucial for the conduction of charge within the cell.
  • Their composition can vary based on the type of battery or cell.
  • Changes in electrolyte concentration can alter the internal resistance.
Essence of Electrical Resistance
Electrical resistance is a fundamental property of any material that impedes the flow of electric current. Whenever electricity flows through a material, there's some degree of opposition that results from the nature of the material itself. In essence, it’s the "push-back" provided by the material to the flow of electrons.

In the internal structure of a cell, various materials contribute to this resistance. The separators and electrolyte solutions present are imperfect conductors, meaning they naturally resist some of the current flow.
  • Resistance is measured in ohms (\(\Omega\)).
  • High resistance means less current flow.
  • The design and materials within a cell significantly affect its internal resistance.
By grasping the concept of electrical resistance, students can better understand why not all the electrical energy in a cell can be used effectively to perform external work.
Understanding Conductive Paths
A conductive path is the route through which electricity flows. In a cell, this path includes internal components like the electrodes and electrolyte. Each part of the path offers some resistance, impacting the overall efficiency.

The effectiveness of a conductive path depends on several factors:
  • Material used: Better conductors, like metals, offer less resistance.
  • Path length and size: Shorter and larger cross-sectional areas reduce resistance.
  • Temperature: Higher temperatures can increase resistance.
In cells, conductive paths are carefully designed to maximize efficiency and minimize internal resistance. The layout of these paths and the materials chosen for construction are crucial, as they dictate how well a cell can deliver electricity to an external circuit. Understanding conductive paths is essential for optimizing battery performance and managing the internal resistance effectively.

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Most popular questions from this chapter

The wire of the electric fire element glows red hot but the copper wire in the leads from the plug remains cool, although the same current is passing through each. This is because the element wire (a) is longer than the copper wire (b) has much higher resistance than the copper wire (c) is coiled but the copper wire is not (d) has a much lower resistance than the copper wire

In a meter bridge experiment, null point is obtained at \(20 \mathrm{~cm}\) from one end of the wire when resistance \(X\) is balanced against another resistance \(Y\). If \(X

A teacher asked a student to connect \(N\) cells each of \(\operatorname{emf} e\) in series to get a total emf of \(\mathrm{Ne}\). While connecting, the student, by mistake, reversed the polarity of \(n\) cells. The total emf of the resulting series combination is (a) \(e\left(N-\frac{n}{2}\right)\) (b) \(e(N-n)\) (c) \(e(N-2 n)\) (d) \(e N\)

A galvanometer of \(50 \mathrm{ohm}\) resistance has 25 divisions. A current of \(4 \times 10^{-4}\) ampere gives a deflection of one division. To convert this galvanometer into a voltmeter having a range of 25 volt, it should be connected with a resistance of (a) \(2500 \Omega\) as a shunt (b) \(2450 \Omega\) as a shunt (c) \(2550 \Omega\) in series (d) \(2450 \Omega\) in series

To get maximum current through a resistance of \(2.5 \Omega\), one can use \(m\) rows of cells, each row having \(n\) cells. The internal resistance of each cell is \(0.5 \Omega\). What are the values of \(n\) and \(m\) if the total number of cells is 45 ? (a) \(m=3, n=15\) (b) \(m=5, n=9\) (c) \(m=9, n=5\) (d) \(m=15, n=3\)

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