CATAlgebra > Hardk=0k = 0k=0k=513k = \frac{5}{13}k=1350<k≤5130<k≤\frac{5}{13}0<k≤135k>513k>\frac{5}{13}k>135✅ Correct Option: 1Related questions:2025 Slot 3Let p, q and r be three natural numbers such that their sum is 900, and r is a perfect square whose value lies between 150 and 500. If p is not less than 0.3q and not more than 0.7q, then the sum of the maximum and minimum possible values of p isCAT 2020 Slot 2If xxx and yyy are non-negative integers such that x+9=z,y+1=zx+9=z, y+1=zx+9=z,y+1=z and x+y<z+5x+y<z+5x+y<z+5, then the maximum possible value of 2x+y2 x+y2x+y ?CAT 2018 Slot 2If the sum of squares of two numbers is 979797, then which one of the following cannot be their product?