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The Displacement Of A Particle At Time T Is X , Where X = T 4 - Kt 3 . If The Velocity Of The Particle At Time T = 2 Is Minimum , Then
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If The Displacement, Velocity And Acceleration Of A Particle At Time T Is X, V And F Respectively, Then Which One Is Correct?
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If Two Equal Components (P) Of A Force (F) Are Acting At An Angle 120 Degree , Then F Is Equal To
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A Ball Is Dropped From A Height H Above A Horizontal Plane. If The Coefficient Of Restitution Is E, Through What Height Will The Ball Rebound?
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Two Bodies Of Masses M And 4m Are Moving With Equal Momentum. The Ratio Of Their KE Is
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The Amount Of Force That Is Needed To Accelerate A Truck Of Mass 36000 Kg From Rest To A Velocity Of 60 Km/h In 20 S Is
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A Particle Is Thrown Vertically Upwards With A Velocity Of 490 Cm/s. It Will Return To This Position After
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A Ball Falls From Rest From Top Of A Tower. If The Ball Reaches The Foot Of The Tower In 3 S, Then Height Of Tower Is (take G = 10 M/s^2)
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A Particle Is Thrown Vertically Upwards With Velocity 24.5 Cm/min. It Will Return To The Original Position After
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A Particle Having Simultaneous Velocities 3 M/s, 5 M/s And 7 M/s Is At Rest. The Angle Between The First Two Velocities Is
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Resultant Velocity Of Two Velocities 30 Km/h And 60 Km/h Making An Angle 60 Degree With Each Other Is
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Shaded Region Is Represented By
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If Given Constraints Are 5x + 4y - > 2 , X < - 6 And Y < - 7, Then The Maximum Value Of The Function Z = X + 2y Is
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The Maximum Value Of Z = 5x + 3y, Subject To Constraints 3x + 5y
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For An LPP, Minimise Z = 2x + Y Subject To Constraints 5x + 10y
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