Formula
The term that represents the initial height in the vertical motion model.
h(t)=-16t2+v0t+h0
What is h0?
The initial velocity of h(t)=-16t2+14t+90.
What is 14 ft/s?
The initial height of h(t)=-16t2+14t+90.
What is 90 ft?
The quadratic function that models the height h of a baseball after t seconds in flight.
The baseball is hit with an initial velocity of 70 ft/s when it is 3.5 ft off the ground.
What is h(t)=-16t2+70t+3.5?
The maximum height for a quadratic function with
initial velocity = 32 ft/s
initial height = 58 ft
What is 74 feet?
The term that represents the initial velocity in the vertical motion model.
h(t)=-16t2+v0t+h0
What is v0?
The initial velocity of h(t)=-16t2+77t+5.
What is 77 ft/s?
The initial height of h(t)=-16t2+51t+45.
What is 45 ft?
The quadratic function that models the height h of the diver after t seconds of the dive.
A diver jumps off of a 30 ft platform at an initial vertical velocity of 16ft/s.
What is h(t)=-16t2+16t+30?
The maximum height for a quadratic function with
initial velocity = 160 ft/s
initial height = 48 ft
What is 448 ft?
This is what t stands for in the vertical motion model.
h(t)=-16t2+v0t+h0
What are seconds?
The initial velocity of h(t)=-16t2+8.5t+155.
What is 8.5 ft/s?
The initial height of h(t)=-16t2+78.9t+14.73.
What is 14.73 ft?
The quadratic function that models the height h of a ball, t seconds after being thrown.
A basketball is thrown straight up into the air from a height of 2.1 ft with an initial velocity of 7 ft/s.
What is h(t)=-16t2+7t+2.1?
The maximum height for a quadratic function with
initial velocity = 40 ft/s
initial height = 0 ft
What is 25 ft?
This is what h(t) stands for in the vertical motion model.
h(t)=-16t2+v0t+h0
What is height of an object, in feet, t seconds after it is launched into the air? or What is the height?
The initial velocity of h(t)=-16t2+1782t+28.
What is 1782 ft/s?
The initial height of h(t)=-16t2+76t+2347.
What is 2347 ft?
The quadratic function that models the height h of the rocket, t seconds after being projected into the air.
A rocket is projected into space with a velocity of 4565 ft/s with an initial height of 500 ft.
What is h(t)=-16t2+4565t+500?
The maximum height for a quadratic function with
initial velocity = 38 ft/s
initial height = 9 ft
What is 31.5625 ft?
The entire vertical motion model formula with initial velocity as v0 and initial height as h0.
What is h(t)=-16t2+v0t+h0?
The initial velocity of h(t)=-16t2+3.75t+.56
What is 3.75 ft/s?
The initial height of h(t)=-16t2+t+88
What is 88 ft?
The quadratic function of the height of a balloon, t seconds after it was let go of.
A balloon as released 4 feet above the ground and started floating upwards at 3ft/s.
What is h(t)=-16t2+3t+4?
The maximum height for a quadratic function with
initial velocity = 38 ft/s
initial height = 6 ft
What is 28.5625?