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:CAT 2024 Slot 2All the values of x satisfying the inequality 1x+5≤12x−3\frac{1}{x+5} \leq \frac{1}{2 x-3}x+51≤2x−31 areCAT 2021 Slot 3The number of distinct pairs of integers (m,n)(m, n)(m,n) satisfying ∣1+mn∣<∣m+n∣<5|1 + mn| < |m + n| < 5∣1+mn∣<∣m+n∣<5 isCAT 2022 Slot 3If CCC = 16xy+49yx\frac{16x}{y} + \frac{49y}{x}y16x+x49y for some non-zero real numbers xxx and yyy, then ccc cannot take the value