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If Z = 7 - I / 3 - 4i , Then Z PW(14)
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The Smaller Of 99pw(100) + 100pw(100) And 101pw (100) Is
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The Angle Of Elevation Of A Tower At A Point Distant D Meters From Its Base Is 30?. If The Tower Is 20 Meters High, Then
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The Angle Of Elevation Of The Top Of A Tower From A Point 20 Metre Away From Its Base Is 45o. The Height Of The Tower
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The Latus Rectum Of A Parabola Whose Directrix Is X + Y - 2 = 0 And Focus Is ( 3 Q 4 ) Is
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If The Vertex Of A Parabola Be At Orgin And Directrix Be X + 5 = 0 Then Its Latus Rectum Is
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Cot -1 ( - Root 3 ) =
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Cos ( Sin -1 5/13 ) =
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If X , Y, Z Are In GP And A(pw)x = B(pw)y =c(pw) Z Then
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7 Log (16/5) + 5log(25/24)+ 3 Log(81/80)
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If (4, 0) And (?4, 0) Be The Vertices And (6, 0) And (?6, 0) Be The Foci Of A Hyperbola, Then Its Eccentricity Is
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The Equation Of The Hyperbola Whose Conjugate Axis Is 5 And The Distance Between The Foci Is 13, Is
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1 / Cox X ( 1 + Cos X ) Dx =
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X(sq ) + X - 1/ X (sq ) + X - 6 Dx =
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The Medians AD And BE Of A Triangle With Vertices A ( 0, B ) , B( 0,0 ) And C ( A, 0 ) Are Perpedicular To Each Other , If
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The Area ( In Square Units ) Bounded By The Curve Y = Root ( X) , 2y - X + 3 = 0 , X Axis And Lying In The Quadrant
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The Intercepts On X Axis Made By Tangents To Curve Y = Intregal |t| Dt X R Which Are Parallel To The Line Y = 2x Are Equal To
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The Approximate Value Of Square Root Of 25.2
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If The Tangent At ( 1, 1 ) On Y(sq) = X(2 - X)(sq) Meets The Curve Again At P Then P Is
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Lim ( X -- Infinte) (1 +2/x ) Pw X
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Lim ( X--0) 1 - Cos 2x/ X =
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The Points At Which The Function F( X ) = ( X Sq - 4x + 3 / X2 - 1 For X Not Equal 1
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If F(x) =| X- 2 | Then
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Which Of The Following Statements Is True For Graph F(x) = Log X
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Let Z Be A Purely Imaginary Number Such That Im(z)smaller 0. Then Arg (z) Is Equal To
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|1/2(z1+z2)+root(z1z2)|+|1/2(z1+z2)-root(z1z2|
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