Which values are solutions to k-3/4 > –2? Check all that apply.

Answer:k= -1k= 0k= 5k= 8Step-by-step explanation:The given inequality is k-\frac{3}{4}>-2We have to check which values lie in the solution set of this inequality.In order to check the same we solve the inequality and check the possible values of x.Add 3/4 to both sides k>-2+\frac{3}{4}Simplifying the right hand sidek>-\frac{5}{4}Converting to decimal, we getk>-1.25Now, from the given values we choose those values which are greater than -1.25.Hence, required values arek= -1k= 0k= 5k= 8