JEE Advanced questions

3844 published questions with worked solutions.

• The set of values of k R such that the equation 2 + +k=0 admits of a solution for is
  JEE Advanced · Mathematics · Trigonometric Equations
  Not in JEE Main syllabus
• The set of values of R such that ^2 + = holds for some is
  JEE Advanced · Mathematics · Quadratic Equations and Inequalities
• If A+ B+ C= A B C then
  JEE Advanced · Mathematics · Trigonometric Ratio and Identities
• If x= ( - ) ( - ), y= ( - ) ( - ) and z= ( - ) ( - ) then
  JEE Advanced · Mathematics · Trigonometric Ratio and Identities
• 15 32 7 16 3 8 is equal to
  JEE Advanced · Mathematics · Trigonometric Ratio and Identities
• If a= 1 5 x+12 x then for all real x
  JEE Advanced · Mathematics · Application of Derivatives
• Let y= ^2x+ ^4x. Then for all real x
  JEE Advanced · Mathematics · Quadratic Equations and Inequalities
• Let y= x (60^ +x) (60^ -x). Then for all real x
  JEE Advanced · Mathematics · Trigonometric Ratio and Identities
• Let f_n( )= 2 (1+ )(1+ 2 )(1+ 4 ) (1+ 2^n ). Then
  JEE Advanced · Mathematics · Trigonometric Ratio and Identities
• Let 0 2 and x=X +Y , y=X -Y such that x^2+4xy+y^2=aX^2+bY^2, where a,b are constants. Then
  JEE Advanced · Mathematics · Straight Lines
• If 7 x-24 x= (x+ ), 0< < 2 , be true for all x R then
  JEE Advanced · Mathematics · Trigonometric Ratio and Identities
• If A+B= 3 and A+ B=1 then
  JEE Advanced · Mathematics · Trigonometric Ratio and Identities
• If =a 0, 2 =b 0 and + 2 = 3 then
  JEE Advanced · Mathematics · Trigonometric Ratio and Identities
• ^3x 2x= _ m=1 ^ n a_m mx is an identity in x. Then
  JEE Advanced · Mathematics · Trigonometric Ratio and Identities
• If 1+ (x-y)=0 then
  JEE Advanced · Mathematics · Trigonometric Ratio and Identities
• If A 0, B 0, A+B= 3 and y= A B then
  JEE Advanced · Mathematics · Application of Derivatives
• 2 7 + 4 7 + 6 7 is equal to
  JEE Advanced · Mathematics · Trigonometric Ratio and Identities
• The number of distinct solutions of 5 3 = 9 7 in [0, 2 ] is
  JEE Advanced · Mathematics · Trigonometric Equations
  Not in JEE Main syllabus
• The number of solutions of ^2 +3 =3 in [- , ] is
  JEE Advanced · Mathematics · Trigonometric Equations
  Not in JEE Main syllabus
• The number of distinct solutions of + = 3, 0 3 , is
  JEE Advanced · Mathematics · Trigonometric Equations
  Not in JEE Main syllabus

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