Question

Which values are solutions to k-3/4 >-2 CHECK ALL APPLY!!!

k= -10
k= -7
k= -5
k= -1
k= 0
k= 5
k= 8

Answer 1

k - (3/4) > -2
Add (3/4) to both sides
k > - 1 1/4
k = -1 , k = 0, k = 5, k = 8

Answer 2

k= -1

k= 0

k= 5

k= 8

Explanation:

The given inequality is
`k-(3)/(4)>-2`

We 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+(3)/(4)`

Simplifying the right hand side

`k>-(5)/(4)`

Converting to decimal, we get

`k>-1.25`

Now, from the given values we choose those values which are greater than -1.25.

Hence, required values are

k= -1

k= 0

k= 5

k= 8