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The Statement P -> (q -> P) Is Equivalent To
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Cards Are Drawn One By One Without Replacement From A Well Shuffled Pack Of 52 Cards
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Each Of A And B Can Take Values 1 Or 2 With Equal Probability
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Two Decks Of Playing Cards Are Well Shuffled And 26 Cards Are Randomly Distributed To A Player
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Let A = {1,3,5,7,9}, B = {2,4,6,8}, If A Cartesian Product A*B Choosen At Random, The Probability Of A + B = 9 Is
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Consider The Circuit, If The Probability That Each Switch Is Closed Is P, Then Find The Probability Of Current Flowing Through AB
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There Are 4 Envelopes With Addresses And 4 Concerning Letters
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A Number Is Chosen At Random Among The First 120 Natural Numbers
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Out Of A Total Of 600 Bolts, 20% Are Too Large And 10% Are Too Small. The Remaining Are Considered To Be Suitable
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20 votes1 answer237 views
The Books Contains 1000 Pages Numbered Consecutively
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Probability Of Throwing 16 In One Throw With Three Dice Is
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A Problem Of Mathematics Is Given To Three Students Whose Chances Of Solving The Problem Are 1/3, 1/4 And 1/5 Respectively
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The Shortest Distance Od The Point (1, 2, 3) From The Axes X, Y And Z Respectively Are
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The Distance Between The Points (1, 4, 5) And (2, 2, 3) Is
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The Co-ordinate Of The Point Which Divides The Join Of The Points (2, -1, 3) And (4, 3, 1) In The Ratio 3 :4 Internally Are Given By
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If α, β, ¥ Be The Angles Which A Line Makes With The Positive Direction Of Co-ordinate Axes, Then
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The Direction Cosines Of The Line 4x - 4 = 1 - 3y = 2z -1 Are
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If The Points (-1, 2, -3), (4,a,1) And (b,8,5) Are Collinear, Then A And B Are Respectively Equal To
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If A Line Makes Angles α, β, ¥ With The Coorinates Axes, Then
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24 votes1 answer818 views
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The Direction Cosines Of A Line Equally Inclined To All The Three Rectangular Coordinate Axes Are
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Thw Angle Between The Pair Of Lines With Direction Ratios
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The Direction Cosines Of The Line Which Is Perpendicular To The Lines Whose Direction Cosines Are Proportional To
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If A,b,c,d Are The Points (2, 3, -1),(3, 5, -3), (1, 2, 3),(3, 5, 7) Respectively, Then The Angle Between AB And CD Is
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