Provide a unique real world example where quadratic equations might be used.
i dont know how i would make this into a real world situation
Ray operates a small sign-making business. He finds that if he charges x dollars for each sign he sells 40−x signs per week. What is the least number of signs he can sell to have an income of $336 in one week?
good question, when a body is falling from height h, them height can be modeled on quadratic equation -h + at + bt^2 = 0
when you shoot a projectile, the path traced can be modelled with a quadratic equation - y + bx + cx^2 = 0
anything that looks like parabolic or parabola ... can be modeled on quadratic equation
well, the orbit of the earth around the sun is elliptical.... and we can write a quadratic equation for that orbit which is an equation for an ellipse given by, \[(x^2/a^2)+(y^2/b^2)=1\]
@felixsalter --> do you need the solution?
Join our real-time social learning platform and learn together with your friends!