Problem Directions Solve the problem below Follow and complet feet, above ground is given by the quadratic function An object is
thrown vertically upward with an initial velocity of y, feet sec. Its distance S(t) =- 16t² + Vot Find V. so that the highest point the object can reach is 400 feet above ground
The highest point reached by the object refers to the highest or maximum value of the quadratic function which can be determined by solving for k.
k=
From the given quadratic functiom, we get the following values
a=-16
b=Vo
c=0
The highest point reached by the object refers to the highest or maximum value of the quadratic function which can be determined by solving for k.
k=
From the given quadratic functiom, we get the following values
a=-16
b=Vo
c=0
1 answer:
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Answer:
B
Step-by-step explanation:
Use SOHCAHTOA.
sinθ =
Opposite side length= 12
Hypotenuse length = 37
Find the adjacent side length (b) using the Pythagorean theorem.
b = 35
tanθ = = 12/35
Choice B is the correct answer.
