The following table shows the number of employees and their median age in eight companies located in a district. Company | Number of employees | Median age A | 32 | 24 B | 28 | 30 C | 43 | 39 D | 39 | 45 E | 35 | 49 F | 29 | 54 G | 23 | 59 H | 16 | 63 It is known that the age of all employees are integers. It is known that the age of every employee in A is strictly less than the age of every employee in B, the age of every employee in B is strictly less than the age of every employee in C..... the age of every employee in G is strictly less than the age of every employee in H. The median age of an employee across the eight companies is ______

Let f and g be two functions defined by \(f(x) = |x + |x||\) and \(g(x) = \frac{1}{x}\) for \(x \ne 0\). If \(f(a) + g(f(a)) = \frac{13}{6}\) for some real a, then the maximum possible value of f(g(a)) is ______

The following table shows the number of employees and their median age in eight companies located in a district. Company | Number of employees | Median age A | 32 | 24 B | 28 | 30 C | 43 | 39 D | 39 | 45 E | 35 | 49 F | 29 | 54 G | 23 | 59 H | 16 | 63 It is known that the age of…

The price of a chocolate is increased by x% and then reduced by x%. The new price is 96.76% of the original price. Then x is _____

If \(4^{\log_2 x} - 4x + 9^{\log_3 y} - 16y + 68 = 0\), then \(y - x\) equals _______

The number of pairs (x, y) of integers satisfying the inequality \(|x-5| + |y-5| \le 6\) is _____

Person A borrows Rs. 4000 from another person B for a duration of 4 years. He borrows a portion of it at 3% simple interest per annum, while the rest at 4% simple interest per annum. If B gets Rs. 520 as total interest, then the amount A borrowed at 3% per annum in Rs. is _______

A fruit seller has oranges, apples and bananas in the ratio 3:6:7. If the number of oranges is a multiple of both 5 and 6, then the minimum number of fruits the seller has is ______

The number of triangles with integer sides and with perimeter 15 is _______