If Δ is the angle of deflection of the curve, T1 and T2 are its points of tangencies, the angle between the tangent at T1 and long chord T1 T2 will be-A-B-C-D-ΔE-2 Δ.-C-

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The correct option is  C  Chord length = 2 R sin(&delta;/2). Tangent length = R tan (&delta;/2). &Delta;= Angle deflection of the curve. T1 &amp; T2 = points Of Tangecies. Length of the long chod =T1/T2= 2R Sin &Delta; /2. (Right Answer = &Delta;/2). &delta;= Angle deflection of the curve. T1 &amp; T2 = points Of Tangecies. Length of the long chod =T1/T2= 2R Sin &delta;/2. (Right Answer = &delta;/2). Length of the long chord: T1T2 = 2R Sin&Delta;/2.

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Q1: If Δ is the angle of deflection of the curve, T₁ and T₂ are its points of tangencies, the angle between the tangent at T₁ and long chord T₁ T₂ will be

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Q1: If Δ is the angle of deflection of the curve, T1 and T2 are its points of tangencies, the angle between the tangent at T1 and long chord T1 T2 will be

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For help Students Orientation Mcqs Questions

Q1: If Δ is the angle of deflection of the curve, T₁ and T₂ are its points of tangencies, the angle between the tangent at T₁ and long chord T₁ T₂ will be

For help Students Orientation
Mcqs Questions