Answer:
Determine whether the given ordered pair is a solution to the given inequality.
Show your solution.
1.) y> 3x + 2 (3,4)
2.) -x + 2y = 8 (-2,-1)
Let's start with number 1
► y > 3x + 2 (3, 4)
**Y should be greater than 3x + 2**
Step 1: Substitute y with (3, 4) and substitute 3x with (3, 4)
Step 2: Calculate the equation 4 > 3(3) + 2
Step 3: Final answer 4 > 8
4 IS NOT GREATER THAN 8 THEREFORE ITS NOT A SOLUTION
► -x + 2y = 8 ( -2, -1 )
-x +2y should equal to 8
Step 1: Substitute -x with ( -2, -1 ) and substitute 2y with ( -2, -1 )
Step 2: Calculate the equation -2 + 2(-1) = 8
Step 3: Final Answer -4 = 8
-4 IS NOT EQUAL TO 8 THEREFORE ITS NOT A SOLUTION
