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6.1 Introduction 1. Let {A}={{i}} {A} +{{j}} {A} be any vec

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$6.1$ Introduction 1. Let $A = \hat{i} A cos θ + \hat{j} A sin θ$ be any vector. Another vector $B$ , which is normal to $A$ can be expressed as NCERT. Page-115

Name: Video solution 1: 6.1 Introduction 1. Let A=i^Acosθ+j^Asinθ be any vector. Another vector B, which is normal to A can be expressed as NCERT. Page-115
Uploaded: 2023-05-06T02:40:19.000Z
Duration: 6 min
Description: Video solution 1: 6.1 Introduction 1. Let A=i^Acosθ+j^Asinθ be any vector. Another vector B, which is normal to A can be expressed as NCERT. Page-115

$\hat{i} B cos θ - \hat{j} B sin θ$ (b) $\hat{i} B cos θ + \hat{j} B sin θ$
$\hat{i} B sin θ - \hat{j} B cos θ$ (d) $\hat{i} B sin θ + \hat{j} B cos θ$

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Updated on: May 6, 2023

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6.1

Introduction 1. Let

A = \hat{i} A cos θ + \hat{j} A sin θ

be any vector. Another vector

B

, which is normal to

A

can be expressed as NCERT. Page-115

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Question Text	$6.1$ Introduction 1. Let $A = \hat{i} A cos θ + \hat{j} A sin θ$ be any vector. Another vector $B$ , which is normal to $A$ can be expressed as NCERT. Page-115
Updated On	May 6, 2023
Topic	Work, Energy and Power
Subject	Physics
Class	Class 11
Answer Type	Video solution: 2
Upvotes	199
Avg. Video Duration	10 min

$6.1$ Introduction 1. Let $A = \hat{i} A cos θ + \hat{j} A sin θ$ be any vector. Another vector $B$ , which is normal to $A$ can be expressed as NCERT. Page-115

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6.1 Introduction 1. Let A=i^Acosθ+j^​Asinθ be any vector. Another vector B, which is normal to A can be expressed as NCERT. Page-115

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$6.1$ Introduction 1. Let $A = \hat{i} A cos θ + \hat{j} A sin θ$ be any vector. Another vector $B$ , which is normal to $A$ can be expressed as NCERT. Page-115