9. Amy is practicing target shooting at a special facility. A target projectile is launched into the air from a platform 10 feet above the ground at a rate of 96 feet per second following the vertical y = 96x + 10 y = 17x +5 motion model, h = -16t + vt +c. Where h is the height of an object, in feet, t seconds after it is projected into the air from initial height c, in feet. Amy aims and shoots at her target. Her bullet follows a linear path with a slope of 17 feet per second and she fires from a height of 5 feet. y = -4.9x + 96x + 10 Which system of equations can be used to determine at what height and time her bullet will hit the target if she aimed correctly? y = 17x + 5 y = -16x + 96x +10 y = 17x + 5 y = -16x? + 10x + 96 y = 17x2 + 5 CLEAR ALL

9. Amy is practicing target shooting at a special facility. A target projectile is launched into the air from a platform 10 feet above the ground at a rate of 96 feet per second following the vertical y = 96x + 10 y = 17x +5 motion model, h = -16t + vt +c. Where h is the height of an object, in feet, t seconds after it is projected into the air from initial height c, in feet. Amy aims and shoots at her target. Her bullet follows a linear path with a slope of 17 feet per second and she fires from a height of 5 feet. y = -4.9x + 96x + 10 Which system of equations can be used to determine at what height and time her bullet will hit the target if she aimed correctly? y = 17x + 5 y = -16x + 96x +10 y = 17x + 5 y = -16x? + 10x + 96 y = 17x2 + 5 CLEAR ALL

Algebra and Trigonometry (6th Edition)

6th Edition

ISBN:9780134463216

Author:Robert F. Blitzer

Publisher:Robert F. Blitzer

ChapterP: Prerequisites: Fundamental Concepts Of Algebra

Section: Chapter Questions

Problem 1MCCP: In Exercises 1-25, simplify the given expression or perform the indicated operation (and simplify,...

See similar textbooks

Related questions

Q: NASA launches a rocket at t=0t=0 seconds. Its height, in meters above sea-level, in terms of time is…

Q: The police radar reads that the distance between the police car and the red car is decreasing at a…

Q: A snowplow has a maximum speed of 45 mph on a dry highway. It's maximum speed decreases by 0.9 mph…

A: The above model can be written in a linear equation of x and y. By substituting y=0, it can be…

Q: A soccer ball is kicked from the ground with an intitial upward velocity of 90 feet per second. The…

A: Given that a soccer ball is kicked from the ground with an initial upward velocity of 90 feet per…

Q: Sofi is 1.50 meters high and goes straight towards a streetlight that is 6 meters high. (She walks…

A: Consider the following figure: AB represents height of streetlight. ED represents height of Person…

Q: c= 5(f-32)/9 to find the Celisius temperature reading if the Fahrenheit reading is 50 degrees

A: find the Celisius temperature reading if the Fahrenheit reading is 50 degrees

Q: A forest ranger is in a forest 2 miles from a straight road. A car is located c miles down the road.…

Q: The height in feet of a firework t seconds after it is launched is modeled by h(t) = -16t² + 105t +…

Q: A golfer's tee shot follows a path given by y = 96t − 16t2, where y is the height of the ball (in…

Q: m=-3/5, y-intercept (0,5)

A: Given that m = -3/5 and y-intercept is (0, 5)

Q: Find the point on the graph of the equation y = x³ that is nearest to the point (8,0).

A: Let (x, y) be any point on the curve y = (1/4)x3. . . . . . (1) Distance of the…

Q: The daily output of a coal mine after t hours of operation is approximately 40t + t2 - 115 t3 tons,…

A: Here it is given that; The daily output of a coal mine after t hours of operation is approximately…

Q: The height of a ball after being dropped from the top of a tower is given by s(t) = - 16t² + 85…

Q: An automobile 20 feet long overtakes a truck 40 feet long that is traveling at 50. At what constant…

A: Let the speed of the automobile be v feet/second. Since both vehicle going in the same direction.…

Q: A driver accelerates when the car is traveling at a speed of 30 miles per hour (i.e., 44 feet per…

A: This question can be solved by applying the equation of motion.

Question

9. Amy is practicing target shooting at a special facility. A target projectile is launched into the air
from a platform 10 feet above the ground at a rate of 96 feet per second following the vertical
y = 96x + 10
y = 17x +5
motion model, h = -16t + vt +c. Where h is the height of an object, in feet, t seconds after it is
projected into the air from initial height c, in feet. Amy aims and shoots at her target. Her bullet
follows a linear path with a slope of 17 feet per second and she fires from a height of 5 feet.
y = -4.9x2 + 96x + 10
Which system of equations can be used to determine at what height and time her bullet will hit
the target if she aimed correctly?
y = 17x + 5
y = -16x² + 96x +10
y = 17x + 5
y = -16x + 10x + 96
y = 17x + 5
CLEAR ALL
Unanswered
( PREVIOUS
1
O 6
4
...
10
31 SUS

Expert Solution

This question has been solved!

Explore an expertly crafted, step-by-step solution for a thorough understanding of key concepts.

This is a popular solution!

SEE SOLUTION Check out a sample Q&A here

Step 1

VIEW

Step 2

VIEW

Trending now

This is a popular solution!

Step by step

Solved in 2 steps with 2 images

SEE SOLUTION Check out a sample Q&A here

Similar questions

Calculate:
At 9:00 am Katrina starts down an exercise path and walks at a rate of 3 mph. At 9:30 A.M Carla leaves from the same place and begins chasing Katrina, catching her at 10:00 a.m. find Carla's jogging rate.
Suppose that a baseball is thrown upward with an initial velocity of 110 feet per second (75 miles per hour) and it is released 7 feet above the ground. Its height h after t seconds is given by h = - 16t² + 110t+7. After how many seconds does the baseball reach a maximum height? Estimate this height.
The robotic arm you are working with extends to pick up components at various speeds. Its extension velocity changes over time due to the dynamics of the manufacturing process. The equation governing its extension velocity is given by where y represents the extension length in meters and t represents time in seconds. Calculate the extension length of the robotic arm at t=5 seconds.
Solve y:4x°x5 if +2x+5. x=l when y=l0
The altitude (in feet) of a rocket t seconds into flight is given by s = t³ - 3t².
A 30-second commercial during Super Bowl XXXVII in 2003 cost advertisers 2.2 million. For the first Super Bowl in 1967, an advertiser could have purchased approximately 26.19 minutes of advertising time for the same amount of money. (a) Assuming that advertising cost is proportional to its length of time, find the cost of advertising, in dollars/second, during the 2003 Super Bowl. cost= dollars/second. (round to nearest cent and do not enter commas) (b) Assuming that advertising cost is proportional to its length of time, find the cost of advertising, in dollars/second, during the 1967 Super Bowl. cost = dollars/second. (round to nearest cent and do not enter commas) (c) How many times more expensive was Super Bowl advertising in 2003 than in 1967? times more expensive (round to nearest whole number)