The maximum resistance of a network of five identical resistors of $\frac{1}{5} \Omega$ each can be -

The maximum resistance of a network of five identical resistors of $\frac{1}{5} \Omega$ each can be $1 \Omega$.

Question 141 markMCQSection A

$\frac{1}{5} \Omega$

Electricity

Resistance

(A)

1 \Omega

(B)

0.5 \Omega

(C)

0.25 \Omega

(D)

0.1 \Omega

\frac{1}{5} \Omega

maximum resistance

network of resistors

series connection

Hint

$When the resistors are connected in series, the maximum resistance is obtained.$

Quick oral answer

$\frac{1}{5} \Omega$

1. $thinking that the maximum resistance is obtained when the resistors are connected in parallel$

\frac{1}{5} \Omega

$The resistance of a network of resistors can be calculated using the formula for series and parallel connections.$

Q14 of 39 questions

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$This question carries 1 mark in the CBSE Class 10 Science 2024 examination.$

$This question is from the chapter "Electricity" in the CBSE Class 10 Science syllabus.$

$This question covers the topic "Resistance" from CBSE Class 10 Science.$

$This is a MCQ question from Section A in the CBSE Class 10 Science 2024 paper.$