Basic Mathematics and Logarithm questions
509 published questions with worked solutions.
- Solution set of inequality _e x-2 x-3 is
- The set of values of x satisfying 2 |x - 3| < 4 is
- The set of admissible values of x such that 2x+3 2x-9 < 0 is
- The minimum value of f(x) = |3 - x| + 7 is
- If (x^3 + y^3) - _ 10 (x^2 + y^2 - xy) 2, then the maximum value of xy, for all x 0, y 0 is
- The set of all x satisfying the inequality 4x-1 3x+1 1 is
- The solution set of the inequation x+11 x-3 > 0 is
- For |x-1| x+2 < 1, x lies in the interval
- |x + 2 x | < 3, then x belongs to
- Solution of 2^x + 2^ |x| 2 2 is
- The solution set of the inequality _ ( /3) (x^2 - 3x + 2) 2 is
- The solution of the inequation _ 1/3 (x^2 + x + 1) + 1 < 0 is
- |2x - 3| < |x + 5|, then x belongs to
- If _ 3 ( x + 2 2 x) 2, -2 x 2 , then the number of solutions of x is
- Solution of 2x - 1 = |x + 7| is
- The solution set of ||x| - 1| < |1 - x|, x R is
- If 5^x + (2 3 )^ 2x 13^x, then the solution set for x is
- If _ x x > 2 and 0 < x < 3 , then x lies in the interval
- _2(x^2 - 3x + 18) < 4, then x belongs to
- Solution of x^ ( _ 10 x)^2 - 3 _ 10 x + 1 > 1000 for x R, is
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