Select the value that are the solutions to the inequality x^2 +3x-4> 0

The complete question in the attached figure

we have that
x²+3x-4>0

using a graph tool
see the attached figure

the domain of the inequality is all real numbers except the interval [-4,1]
 if the values are a solution of the inequality then they must satisfy the inequality

case a) (1,-6)
is not solution ------> it is not in the shaded area
and x=1 belong to the interval [-4,1]

case b) (2,-2)
is a solution-------> is in the shaded area
and x=2 does not belong to the interval [-4,1]

case c) (3,0)
is a solution ------> is in the shaded area
and x=3 does not belong to the interval [-4,1]

case d) (4,5)
is a solution ------> is in the shaded area
and x=4 does not belong to the interval [-4,1]

The answer is why would a teacher ask that