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Recall That the Flight of a Projectile Can Be Modeled θ\theta

Question 38

Multiple Choice

Recall that the flight of a projectile can be modeled with the parametric equations:
 Recall that the flight of a projectile can be modeled with the parametric equations:   ,   where t is in seconds, v<sub>o</sub> is the initial velocity,  \theta is the angle with the horizontal, and x and y are in feet. A baseball is hit at an initial speed of 110 mph and angle of 24° at a height of 5 feet above the ground. If there's no back fence or other obstruction, how far does the baseball travel (horizontal distance) , and what is the maximum height? Round to one decimal place. A)  615.5 feet; 72.3 feet B)  604.5 feet; 72.3 feet C)  615.5 feet; 67.3 feet D)  604.5 feet; 165.4 feet ,  Recall that the flight of a projectile can be modeled with the parametric equations:   ,   where t is in seconds, v<sub>o</sub> is the initial velocity,  \theta is the angle with the horizontal, and x and y are in feet. A baseball is hit at an initial speed of 110 mph and angle of 24° at a height of 5 feet above the ground. If there's no back fence or other obstruction, how far does the baseball travel (horizontal distance) , and what is the maximum height? Round to one decimal place. A)  615.5 feet; 72.3 feet B)  604.5 feet; 72.3 feet C)  615.5 feet; 67.3 feet D)  604.5 feet; 165.4 feet where t is in seconds, vo is the initial velocity, θ\theta is the angle with the horizontal, and x and y are in feet.
A baseball is hit at an initial speed of 110 mph and angle of 24° at a height of 5 feet above the ground. If there's no back fence or other obstruction, how far does the baseball travel (horizontal distance) , and what is the maximum height? Round to one decimal place.


A) 615.5 feet; 72.3 feet
B) 604.5 feet; 72.3 feet
C) 615.5 feet; 67.3 feet
D) 604.5 feet; 165.4 feet

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