Question

How is a system of two linear inequalities in two variables different to a system of two linear equations in two variables? Choose the correct answer
OA A system of two linear inequalities is different from a system of two linear equations. It is not possible to have no solution for a system of two linear
inequalities while a system of two linear equations it is
OB. A system of two linear inequalities is different from a system of two linear equations. A system of two linear inequalities does not have to be equivalent to
have infinitely many solutions while a system of two linear equations does need to be equivalent.
OC. A system of two linear inequalities is different from a system of two linear equations. The solution to a system of two linear inequalities is the point of
intersection while the solution to a system of two linear equations is a shaded region
OD. A system of two linear inequalities is different from a system of two linear equations. A system of two linear inequalities always has more than one solution
while there can only be one solution to a system of two linear equations

Answer 1

Answer:

i would say D two linear inequalities always have more than 1 solution while equations only have 1