JEE Main questions
34495 published questions with worked solutions.
- In a ABC, b=2, C=60^ , c= 6. Then a=Not in JEE syllabus
- In a ABC, if a=2, b= 6, c= 3+1, then A=Not in JEE syllabus
- In the ambiguous case, given a, b and A, the difference between the two values of c isNot in JEE syllabus
- In a ABC, a=5, b=4 and (A-B)= 31 32 . Then side c isNot in JEE syllabus
- If 7 + 4 + 4 7 =1, then =
- If [0,5 ] and r R are such that 2 =r^4-2r^2+3, then the maximum number of values of the pair (r, ) isNot in JEE Main syllabus
- The values of for which the equation ^4x+ ^4x+ 2x+ =0 may be valid areNot in JEE Main syllabus
- One root of the equation - + 12=0 lies in the interval
- The general solution of 3x=1 isNot in JEE Main syllabus
- The values of lying between =0 and = 2 and satisfying the equation vmatrix 1+ ^2 & ^2 &4 4 ^2 &1+ ^2 &4 4 ^2 & ^2 &1+4 4 vmatrix...Not in JEE Main syllabus
- If (1+ )(1+ )=2, then + =
- From the identity 3x=3 x-4 ^3x it follows that if x is real and |x|<1, then
- If , , 16 are in GP, then the general value of isNot in JEE Main syllabus
- The values of satisfying 7 = 4 - and 0< < 2 areNot in JEE Main syllabus
- The solution set of the equation 4 -2 -2 3 + 3=0 in the interval (0,2 ) isNot in JEE Main syllabus
- If 3 =4 ( ^2x- ^2 ), n , n Z, then the set of values of x isNot in JEE Main syllabus
- If 5x+ 3x+ x=0, then the value of x other than zero, lying in 0 x 2 , isNot in JEE Main syllabus
- The number of solutions of the equation x= 3x in [0, ] isNot in JEE Main syllabus
- If x x 2x= has a solution, then lies in the interval
- The equation a x+b x=c, where |c|> a^2+b^2 , hasNot in JEE Main syllabus