1. Resistivity of a wire depends on(a) Length(b) Cross sectional area2. When n resistances each of value r are connected in parallel, then resultant resistance is x. Whenthese n resistances are connected in series, total resistance is(a) nx(b) rnx3. Kirchhoff's Second law is based on law of conservation of(c) material(d) none of the above(c) x/n(d) n²x(a) Charge(b) Energy4. Resistance of a wire is r ohms. The wire is stretched to double its length, then the resistance inohms is(c) momentum(d) mass

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Resistivity of a wire depends on (a) Length (b) Cross sectional area When n resistances each of value r are connected in parallel, then resultant resistance is x. When these n resistances are connected in series, total resistance is (a) nx (b) rnx Kirchhoff's Second law is based on law of conservation of (c) material (d) none of the above (c) x/n (d) n'x (a) Charge (b) Energy Resistance of a wire is r ohms. The wire is stretched to double its length, then the resistance in nhms is (c) momentum (d) mass

Resistivity of a wire depends on (a) Length (b) Cross sectional area When n resistances each of value r are connected in parallel, then resultant resistance is x. When these n resistances are connected in series, total resistance is (a) nx (b) rnx Kirchhoff's Second law is based on law of conservation of (c) material (d) none of the above (c) x/n (d) n'x (a) Charge (b) Energy Resistance of a wire is r ohms. The wire is stretched to double its length, then the resistance in nhms is (c) momentum (d) mass

Introductory Circuit Analysis (13th Edition)

13th Edition

ISBN:9780133923605

Author:Robert L. Boylestad

Publisher:Robert L. Boylestad

Chapter1: Introduction

Section: Chapter Questions

Problem 1P: Visit your local library (at school or home) and describe the extent to which it provides literature...

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