CAT 2023 Quant Algebra Actual Questions Slot-1
Question 1 of 5
If x and y are real numbers such that x² + (x − 2y − 1)² = −4y(x + y), then the value of x − 2y is:
Let n be the least positive integer such that 168 is a factor of 1134n. If m is the least positive integer such that 1134n is a factor of 168m, then m + n equals:
If √(5x + 9) + √(5x − 9) = 3(2 + √2), then √(10x + 9) is equal to:
If x and y are positive real numbers such that logx(x² + 12) = 4 and 3log_y(x) = 1, then x + y equals:
The number of integer solutions of the equation 2|x|(x² + 1) = 5x² is: