Two Variable Inequalities

A student is graphing the inequality $$y>x-4$$ . Which graph represents the correct boundary line? (we'll worry about shading later)

A student is graphing the inequality $$y>x-4$$ . Is (0,0) a solution to the inequality?

A student is graphing the inequality $$y>x-4$$ . (0, 0) is a solution because $$0>-4$$ is TRUE. Which graph below shows the correct shading for all the solutions?

A student is graphing the inequality $$y+1\ge2\left(x+3\right)$$ . Which graph represents the correct boundary line? (we'll worry about shading later)

A student is graphing the inequality $$y+1\ge2\left(x+3\right)$$ . Is (0,0) a solution to the inequality?

A student is graphing the inequality $$y+1\ge2\left(x+3\right)$$ . (0, 0) is NOT a solution because $$1\ge6$$ is FALSE. Which graph below shows the correct shading for all the solutions?

A student is graphing the inequality $$x>2$$ . Which graph represents the correct boundary line? (we'll worry about shading later)

A student is graphing the inequality $$x>2$$ . Is (0,0) a solution to the inequality?

A student is graphing the inequality $$x>2$$ . (0, 0) is NOT a solution because $$0>2$$ is FALSE. Which graph below shows the correct shading for all the solutions?

What is the correct graph of $$y<-\frac{1}{2}x+4$$