An air show is scheduled for an airport on a coordinate system measured in miles. The air traffic controllers have closed the airspace, modeled by a quadratic equation, to a non-air show traffic. The boundary of the closed airspace starts at vertex (10,6) and passes through the point (12,7). A computer jet has filled a flight plan that takes it along a linear path from (-18,14) to (16,-13). Which systems of equations can be used to determine whether the computer jet's flight path intersects the closed airspace?

y=1/4 (x-5)^2+10
y=-1/2x+5

y=1/4(x-5)^2+10
y=-2x-22
two additional choic

Question

An air show is scheduled for an airport on a coordinate system measured in miles. The air traffic controllers have closed the airspace, modeled by a quadratic equation, to a non-air show traffic. The boundary of the closed airspace starts at vertex (10,6) and passes through the point (12,7). A computer jet has filled a flight plan that takes it along a linear path from (-18,14) to (16,-13). Which systems of equations can be used to determine whether the computer jet's flight path intersects the closed airspace?

y=1/4 (x-5)^2+10
y=-1/2x+5

y=1/4(x-5)^2+10
y=-2x-22
two additional choic