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A Class Has 175 Student. The Following Data Shows The Number Of Students Obtaining One Or More Subjects. As Given Below
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The Number Of Non-empty Subjects Of The Set{1,2,3,4} Is
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The Set A= {x:x E R,x2 = 16 And 2x 6} Equals
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Out Of 800boys In A School, 224 Played Cricket, 240 Played Hockey And 336 Played Basketball. As Given Below
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In A Class Of 100students, 55 Students Have Passed In Maths And 67 Students Have Passed In Physics. As Given Below
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If The Sets A And B Are Defined As A= {(x,y): Y=e X, X E R}; B= {( X,y): Y=x,x E R }, Then
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Let A And B Be Two Sets Containing Four And Two Elements Respectively. Further As Given Below
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If A, B, C Be 3 Sets Such That A U B = A U C And As Given Below
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If A, B, C Be 3 Sets Such That A U B = A U C And As Given Below
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Find A-> * B-> If A-> =i^ - 2j^ + 4k^ And B-> = 3 I^ -j^ +2k^.
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Radius Of Circle Is Incresing With The Rate Of 1cm/s, Find The Changing Rate Of Area, When Radius Is 0.9m.
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Find The Value Of Dy/dx At X = 3 If Y = 2x + 1/x.
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Find The Value Of Dy/dx At X=2. If Y = X(square) + 2
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Find The Derivative Of Following :
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Calculate Dy/dx : Dy/dx = D/dx (x4-2x(square)+2)=4x(cube)-4x
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Does The Curve Y = X4 - 2x(square) + 2 Have Any Horizontal Tangents ? If So, Where ?
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Solve The Equation: Square(10) - 27x + 5 = 0
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If Function Fis Defined For All Real Numbers X By The Formula F(x) = X2 • Evaluate Fat The Input Values 0,2, X + 2 And F(2}
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