Question
Questions 1 - 3
The premise of the game Angry Birds is to shoot the bird from the slingshot and hit the pigs to advance to the next level. The flight path of red bird is illustrated in the image below. Given the graph, please answer the following questions.
Question 1 (1 point)
Identify the vertex. Write your answer as an ordered pair (x, y).
Question 1 options:
Question 2 (1 point)
What is the maximum height Red bird reaches?
Question 2 options:
Question 3 (1 point)
How long does it take Red bird to reach its maximum height?
Question 3 options:
Questions 4-6
The premise of the game Angry Birds is to shoot the bird from the slingshot and hit the pigs to advance to the next level. The flight path of red bird is illustrated in the image below. Given the graph, please answer the following questions.
Question 4 (1 point)
Identify the y-intercept and describe what that number means in the context of the situation.
Question 4 options:
Question 5 (1 point)
Identify the x-intercept and describe what that number means in the context of the situation.
Question 5 options:
Question 6 (1 point)
How long does it take Red Bird to hit the pig? (Be sure to include units)
Question 6 options:
Questions 7-8
The premise of the game Angry Birds is to shoot the bird from the slingshot and hit the pigs to advance to the next level. The flight path of red bird is illustrated in the image below. Given the graph, please answer the following questions.
Question 7 (1 point)
What is the domain of the graph? You may round to the nearest whole number. (To make ≤ symbol, press and hold alt and type 2, 4, 3)
Question 7 options:
Question 8 (1 point)
What is the range of the graph? (To make ≤ symbol, press and hold alt and type 2, 4, 3)
Question 8 options:
Questions 9-10
The premise of the game Angry Birds is to shoot the bird from the slingshot and hit the pigs to advance to the next level. The flight path of red bird is illustrated in the image below. Given the graph, please answer the following questions.
Question 9 (1 point)
What is the zero of this situation?
Question 9 options:
Question 10 (1 point)
What is the equation for the axis of symmetry?
The premise of the game Angry Birds is to shoot the bird from the slingshot and hit the pigs to advance to the next level. The flight path of red bird is illustrated in the image below. Given the graph, please answer the following questions.
Question 1 (1 point)
Identify the vertex. Write your answer as an ordered pair (x, y).
Question 1 options:
Question 2 (1 point)
What is the maximum height Red bird reaches?
Question 2 options:
Question 3 (1 point)
How long does it take Red bird to reach its maximum height?
Question 3 options:
Questions 4-6
The premise of the game Angry Birds is to shoot the bird from the slingshot and hit the pigs to advance to the next level. The flight path of red bird is illustrated in the image below. Given the graph, please answer the following questions.
Question 4 (1 point)
Identify the y-intercept and describe what that number means in the context of the situation.
Question 4 options:
Question 5 (1 point)
Identify the x-intercept and describe what that number means in the context of the situation.
Question 5 options:
Question 6 (1 point)
How long does it take Red Bird to hit the pig? (Be sure to include units)
Question 6 options:
Questions 7-8
The premise of the game Angry Birds is to shoot the bird from the slingshot and hit the pigs to advance to the next level. The flight path of red bird is illustrated in the image below. Given the graph, please answer the following questions.
Question 7 (1 point)
What is the domain of the graph? You may round to the nearest whole number. (To make ≤ symbol, press and hold alt and type 2, 4, 3)
Question 7 options:
Question 8 (1 point)
What is the range of the graph? (To make ≤ symbol, press and hold alt and type 2, 4, 3)
Question 8 options:
Questions 9-10
The premise of the game Angry Birds is to shoot the bird from the slingshot and hit the pigs to advance to the next level. The flight path of red bird is illustrated in the image below. Given the graph, please answer the following questions.
Question 9 (1 point)
What is the zero of this situation?
Question 9 options:
Question 10 (1 point)
What is the equation for the axis of symmetry?
Answers
GPT-4o mini
To answer these questions accurately, I would need to see the graph illustrating the flight path of the red bird in Angry Birds. Since I cannot view images, I can explain how to find these values and concepts based on a typical flight path represented graphically.
1. **Question 1 - Identify the Vertex**:
The vertex of a parabola in the context of the flight path is the highest point. This would typically be found at the maximum height of the graph. It can often be determined either through the graph or by using the formula \(x = -\frac{b}{2a}\) if the equation of the parabola is known.
2. **Question 2 - Maximum Height**:
This is the y-value of the vertex identified in Question 1.
3. **Question 3 - Time to Reach Maximum Height**:
This is the x-value of the vertex identified in Question 1, often represented in seconds.
4. **Question 4 - Identify the y-intercept**:
The y-intercept is where the graph crosses the y-axis, which often represents the starting height of the bird. This will be at the point (0, y).
5. **Question 5 - Identify the x-intercept**:
The x-intercept(s) are where the graph crosses the x-axis. This typically indicates the time when the bird reaches the ground (or the pig).
6. **Question 6 - Time to Hit the Pig**:
This corresponds to the x-intercept(s) identified in Question 5. Provide the relevant units, such as seconds.
7. **Question 7 - Domain of the Graph**:
This refers to the x-values for which the graph is defined. The domain usually starts from the time the bird is shot until it hits the ground.
8. **Question 8 - Range of the Graph**:
This refers to the y-values of the graph. This will generally start from the initial height of the bird to its maximum height and back down to where it hits the ground.
9. **Question 9 - The Zero of the Situation**:
The zero(s) are the x-intercept(s) where the bird hits the ground indicating the time taken.
10. **Question 10 - Axis of Symmetry**:
The axis of symmetry can typically be found by taking the x-value of the vertex (x = constant), which divides the graph into two symmetrical halves.
If you can provide the specific numerical values or details present in the graph, I would be able to give you precise answers for each question.
1. **Question 1 - Identify the Vertex**:
The vertex of a parabola in the context of the flight path is the highest point. This would typically be found at the maximum height of the graph. It can often be determined either through the graph or by using the formula \(x = -\frac{b}{2a}\) if the equation of the parabola is known.
2. **Question 2 - Maximum Height**:
This is the y-value of the vertex identified in Question 1.
3. **Question 3 - Time to Reach Maximum Height**:
This is the x-value of the vertex identified in Question 1, often represented in seconds.
4. **Question 4 - Identify the y-intercept**:
The y-intercept is where the graph crosses the y-axis, which often represents the starting height of the bird. This will be at the point (0, y).
5. **Question 5 - Identify the x-intercept**:
The x-intercept(s) are where the graph crosses the x-axis. This typically indicates the time when the bird reaches the ground (or the pig).
6. **Question 6 - Time to Hit the Pig**:
This corresponds to the x-intercept(s) identified in Question 5. Provide the relevant units, such as seconds.
7. **Question 7 - Domain of the Graph**:
This refers to the x-values for which the graph is defined. The domain usually starts from the time the bird is shot until it hits the ground.
8. **Question 8 - Range of the Graph**:
This refers to the y-values of the graph. This will generally start from the initial height of the bird to its maximum height and back down to where it hits the ground.
9. **Question 9 - The Zero of the Situation**:
The zero(s) are the x-intercept(s) where the bird hits the ground indicating the time taken.
10. **Question 10 - Axis of Symmetry**:
The axis of symmetry can typically be found by taking the x-value of the vertex (x = constant), which divides the graph into two symmetrical halves.
If you can provide the specific numerical values or details present in the graph, I would be able to give you precise answers for each question.