## Recent Questions

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### The Equation Of A Straight Line, Which Passes Through The 2008 Point (a Cos3 Theta, A Sin3theta) And Perpendicular To X Sec Theta + Y Cosec Theta = A, Is

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Modified 1 Year Ago Donna

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### The Equations Y = + - Root 3x, Y =1 Are The Sides Of

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Modified 1 Year Ago Kevin

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### The Straight Line 3x + Y = 9 Divides The Line Segment Joining The Points (1, 3) And (2, 7) In The Ratio

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Modified 1 Year Ago Sanchit

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### The Orthocentre Of The Triangle Formed By The Lines Xy = 0 And X + Y = 1 Is

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Modified 1 Year Ago Zoe

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### The Equations To A Pair Of Opposite Sides Of Parallelogram Are X^2 - 5^x + 6 = 0 And Y^2 - 6^y + 5 = 0, The Equations To Its Diagonals Are

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Modified 1 Year Ago Zoe

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### The Locus Of Variable Point Whose Distance From

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Modified 1 Year Ago Emily

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### The Point Of Intersection Of Lines Represented By The Equation 3x^2 + 8x^y - 3y^2 + 29x - 3y + 18 = 0 Is

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Modified 1 Year Ago Rebecca

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### If The Sum Of The Distances Of A Point From Two Perpendicular Lines In A Plane Is 1, Then Its Locus Is

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Modified 1 Year Ago Anthony

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### Let A (2, - 3) And B (- 2,1) Be Vertices Of A Triangle ABC. If The Centroid Of This Triangle Moves On The Line 2x + 3y = 1, Then The Locus Of The Vertex C Is The Line

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Modified 1 Year Ago Wendy

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### Line L Has Intercepts A And B On The Coordinate Axes. When The Axes Are Rotated Through A Given Angle, Keeping The Origin Fixed, The Same Line L Has Intercepts P And Q, Then

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Modified 1 Year Ago Joan

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### The Straight Lines X + Y = 0, 5x + Y = 4 And X + 5y = 4 Form

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Modified 1 Year Ago Emma

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### The Ratio By Which The Line 2x + 5y - 7 = 0 Divides The Straight Line Joining The Points (- 4, 7) And (6, - 5) Is

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Modified 1 Year Ago TestprepKart Moderator

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### A Straight Line Perpendicular To The Line 2x + Y = 3 Is Passing Through (1, 1). Its Y -intercept Is

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Modified 1 Year Ago Trevor

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### The Points (2, 5) And (5, 1) Are Two Opposite Vertices Of A Rectangle. If Other Two Vertices Are Points On The Straight Line Y = 2x + K, Then The Value Of K Is

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Modified 1 Year Ago Idhant

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### The Straight Lines X + Y = 0, 3x + Y - 4 = 0, X + 3y - 4 = 0 Form A Triangle Which Is

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Modified 1 Year Ago Luke

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### The Point (4, 1) Undergoes The Following Three Transformations Successively (i) Reflection About The Line Y = X. (ii) Translation Through A Distance 2 Units Along The Positive Direction Of X-axis.

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Modified 1 Year Ago Donna

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### The Points (-a, - B), (0, 0), (a, B) And (a^2, Ab) Are :

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Modified 1 Year Ago Kevin

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### For A Given Velocity, A Projectile Has The Same Range R Of Two Angles Of Projection If T1 And T2 Are The Time Of Flight In The Two Cases, Then

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Modified 1 Year Ago Jake

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### At What Point Of A Projectile Motion, Acceleration And Velocity Are Perpendicular To Each Other?

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Modified 1 Year Ago Theresa

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### A Bullet Fired At An Angle Of 30 Degree With The Horizontal Hits The Ground 3 Km Away. By Adjusting Its Angle Of Projection, One Can Hope To Hit A Target 5 Km Away.

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Modified 1 Year Ago Michael

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### A Body Is Projected At Such Angle That The Horizontal Range Is Three Times The Greatest Height. The Angle Of Projection Is

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Modified 1 Year Ago Stewart

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### A Particle Is Projected With Velocity âˆš2 Gh, Such That It Just Crosses Two Walls Of Height H And Separated By H. Find The Angle Of Projection.

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Modified 1 Year Ago Alison

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### A Ball Rolls Of The Top Of Stair-way With A Horizontal Velocity Of Magnitude 1.8 Ms^-1. The Steps Are 0.20 M High And 0.20 M Wide, Which Step Will The Ball Hit First?

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Modified 1 Year Ago Melanie

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### A Ball Is Projected From The Ground At A Speed Of 10 Ms^-1 Making An Angle Of 30 Degree With The Horizontal.

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Modified 1 Year Ago Dan

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### A Boy Playing On The Roof Of A 10 M High Building Throws A Ball With A Speed Of Ms^-1 At An Angle Of 30 Degree With The Horizontal. How Far From The Throwing Point Will The Ball

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Modified 1 Year Ago Oliver

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### Two Stones Are Projected With The Same Speed But Making Different Angles With The Horizontal. Their Horizontal Ranges Are Equal. The Angle Of Projection Of One Is Pie/3 And The Maximum Height

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Modified 1 Year Ago Joan

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### A Ball Thrown By One Player Reaches The Other In 2 S. The Maximum Height Attained By The Ball Above The Point Of Projection Will Be (take, G=10 Ms^-2)

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### Two Particles A And B Are Projected With Same Speed So That Ratio Of Thier Maximum Heights Reached Is 3:1. If The Speed Of A Is Doubled Without Altering Other Parameters, The Ratio Of The Horizontal

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Modified 1 Year Ago Paul

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### A Particle Moves In A Circle Of Radius 30 Cm. Its Linear Speed Is Given By V=2t, Where T Is In Second And V In Ms^-1. Find Out Its, Radial And Tangential Acceleration At T=3s, Respectively

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Modified 1 Year Ago Nathan

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### If A Body Is Projected With An Angle 0 To The Horizontal, Then

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Modified 1 Year Ago Anthony