Applications: Quadratic equations
Quadratic equations
A basketball player throws the ball to a basket.
The basket hangs at #\unit{3.05}{m}# height. The basketball player stands at a horizontal distance of #\unit{5}{m}# of the basket.
The basketball player throws the ball according to a quadratic formula of the form \[h=-0.32\cdot d^2+2\cdot d+1.5\]
In this formula #h# is the height of the ball in#\unit{}{m}# and #d# in#\unit{}{m}# is the horizontal distance from the basketball player. You may assume that the basketball player throws the ball in the correct direction to the basket.
Does the basketball player hit?
The basket hangs at #\unit{3.05}{m}# height. The basketball player stands at a horizontal distance of #\unit{5}{m}# of the basket.
The basketball player throws the ball according to a quadratic formula of the form \[h=-0.32\cdot d^2+2\cdot d+1.5\]
In this formula #h# is the height of the ball in#\unit{}{m}# and #d# in#\unit{}{m}# is the horizontal distance from the basketball player. You may assume that the basketball player throws the ball in the correct direction to the basket.
Does the basketball player hit?
Unlock full access
Teacher access
Request a demo account. We will help you get started with our digital learning environment.
Student access
Is your university not a partner?
Get access to our courses via Pass Your Math independent of your university. See pricing and more.
Or visit omptest.org if jou are taking an OMPT exam.
Or visit omptest.org if jou are taking an OMPT exam.