118165 If both the roots of the quadratic equation \(x^2-\) \(2 k x+k^2+\mathbf{k}-5=0\) are less than 5 , then \(k\) lies in the interval

118166 Sachin and Rahul attempted to solve a quadratic equation. Sachin made a mistake in writing down the constant term and ended up in roots \((4,3)\). Rahul made a mistake in writing down coefficient of \(x\) to get roots \((3,2)\). The correct roots of equation are

118167 The equation \(e^{\sin x}-e^{-\sin x}-4=0\) has

118168 If \(a \in R\) and the equation \(-3(x-[x])^2+2(x-\) \([x])+a^2=0\) (where, \([x]\) denotes the greatest integer \(\leq x\) ) has no integral solution, then all possible values of a lie in the interval

118165 If both the roots of the quadratic equation \(x^2-\) \(2 k x+k^2+\mathbf{k}-5=0\) are less than 5 , then \(k\) lies in the interval

118166 Sachin and Rahul attempted to solve a quadratic equation. Sachin made a mistake in writing down the constant term and ended up in roots \((4,3)\). Rahul made a mistake in writing down coefficient of \(x\) to get roots \((3,2)\). The correct roots of equation are

118167 The equation \(e^{\sin x}-e^{-\sin x}-4=0\) has

118168 If \(a \in R\) and the equation \(-3(x-[x])^2+2(x-\) \([x])+a^2=0\) (where, \([x]\) denotes the greatest integer \(\leq x\) ) has no integral solution, then all possible values of a lie in the interval

118165 If both the roots of the quadratic equation \(x^2-\) \(2 k x+k^2+\mathbf{k}-5=0\) are less than 5 , then \(k\) lies in the interval

118166 Sachin and Rahul attempted to solve a quadratic equation. Sachin made a mistake in writing down the constant term and ended up in roots \((4,3)\). Rahul made a mistake in writing down coefficient of \(x\) to get roots \((3,2)\). The correct roots of equation are

118167 The equation \(e^{\sin x}-e^{-\sin x}-4=0\) has

118168 If \(a \in R\) and the equation \(-3(x-[x])^2+2(x-\) \([x])+a^2=0\) (where, \([x]\) denotes the greatest integer \(\leq x\) ) has no integral solution, then all possible values of a lie in the interval

118165 If both the roots of the quadratic equation \(x^2-\) \(2 k x+k^2+\mathbf{k}-5=0\) are less than 5 , then \(k\) lies in the interval

118166 Sachin and Rahul attempted to solve a quadratic equation. Sachin made a mistake in writing down the constant term and ended up in roots \((4,3)\). Rahul made a mistake in writing down coefficient of \(x\) to get roots \((3,2)\). The correct roots of equation are

118167 The equation \(e^{\sin x}-e^{-\sin x}-4=0\) has

118168 If \(a \in R\) and the equation \(-3(x-[x])^2+2(x-\) \([x])+a^2=0\) (where, \([x]\) denotes the greatest integer \(\leq x\) ) has no integral solution, then all possible values of a lie in the interval