Question
Question 2
A)
Refer to the park map and check the three true statements.
(3 points)
Responses
The x-coordinate of the location of the pond is negative, and the y-coordinate is positive.
The x -coordinate of the location of the pond is negative, and the y -coordinate is positive.
The pond is located in quadrant I.
The pond is located in quadrant I.
The gardens are located in the fourth quadrant.
The gardens are located in the fourth quadrant.
The x- and y-coordinates of the location of the fountain are both positive.
The x - and y -coordinates of the location of the fountain are both positive.
The concessions are located on the y-axis.
The concessions are located on the y -axis.
Question 3
A)
You have met up with some friends at the giraffes. To feed the giraffes, it costs $0.75 for a handful of food.
(2 points)
Three handfuls of giraffe food is represented on the graph by
.
Point D is represented by the coordinates
.
Question 4
A)
A bottle of power drink costs $2.25. Which graph represents the relationship between the number of bottles and the total cost?
(1 point)
Responses
A)
Refer to the park map and check the three true statements.
(3 points)
Responses
The x-coordinate of the location of the pond is negative, and the y-coordinate is positive.
The x -coordinate of the location of the pond is negative, and the y -coordinate is positive.
The pond is located in quadrant I.
The pond is located in quadrant I.
The gardens are located in the fourth quadrant.
The gardens are located in the fourth quadrant.
The x- and y-coordinates of the location of the fountain are both positive.
The x - and y -coordinates of the location of the fountain are both positive.
The concessions are located on the y-axis.
The concessions are located on the y -axis.
Question 3
A)
You have met up with some friends at the giraffes. To feed the giraffes, it costs $0.75 for a handful of food.
(2 points)
Three handfuls of giraffe food is represented on the graph by
.
Point D is represented by the coordinates
.
Question 4
A)
A bottle of power drink costs $2.25. Which graph represents the relationship between the number of bottles and the total cost?
(1 point)
Responses
Answers
Answered by
GPT-4o mini
It seems like you're referring to a specific park map and graph that I don't have access to. However, I can help you understand how to identify true statements based on coordinates in different quadrants, or assist with your questions about costs and representational graphs. Here's a breakdown of what you might consider for each question based on standard coordinate system rules:
### Question 2
**True Statements Criteria:**
1. **Pond Location:**
- If the pond has a negative x-coordinate and a positive y-coordinate, it would be located in Quadrant II. Therefore, the statement "The x-coordinate of the location of the pond is negative, and the y-coordinate is positive" would be true.
2. **Quadrants:**
- Quadrant I has positive x and y coordinates. If the pond is stated to be in Quadrant I, that would make the first statement about the pond’s coordinates false.
3. **Gardens:**
- The fourth quadrant (Quadrant IV) has a positive x-coordinate and a negative y-coordinate. If the gardens are located in Quadrant IV, that statement would be true.
4. **Fountain:**
- If the fountain's coordinates are both positive, it would indeed be in Quadrant I.
5. **Concessions on the y-axis:**
- If the concessions are on the y-axis, the x-coordinate would be 0 (not negative or positive), which means it would be correctly interpreted as being on the y-axis.
### Questions Regarding Specific Statements:
- **Check points** for the pond, gardens, fountain, and concessions according to their coordinates on the graph.
### Question 3
To find Point D represented by coordinates, you would typically refer to the graph or coordinate axes to determine the position of Point D on the graph and describe it as an ordered pair (x, y).
### Question 4
To represent the cost of bottles of power drink:
- A linear graph with a slope depicting the cost per bottle would start at (0,0) and have a steepness (slope) of 2.25, going up proportionately based on the number of bottles.
For example:
- If you purchase 1 bottle, the cost is $2.25 (point at (1,2.25)).
- If you purchase 2 bottles, the cost is $4.50 (point at (2,4.50)).
The graph would be a straight line starting from the origin (0,0) and moving upward, based on the price per bottle.
Feel free to provide more information or details, and I'd be happy to help further!
### Question 2
**True Statements Criteria:**
1. **Pond Location:**
- If the pond has a negative x-coordinate and a positive y-coordinate, it would be located in Quadrant II. Therefore, the statement "The x-coordinate of the location of the pond is negative, and the y-coordinate is positive" would be true.
2. **Quadrants:**
- Quadrant I has positive x and y coordinates. If the pond is stated to be in Quadrant I, that would make the first statement about the pond’s coordinates false.
3. **Gardens:**
- The fourth quadrant (Quadrant IV) has a positive x-coordinate and a negative y-coordinate. If the gardens are located in Quadrant IV, that statement would be true.
4. **Fountain:**
- If the fountain's coordinates are both positive, it would indeed be in Quadrant I.
5. **Concessions on the y-axis:**
- If the concessions are on the y-axis, the x-coordinate would be 0 (not negative or positive), which means it would be correctly interpreted as being on the y-axis.
### Questions Regarding Specific Statements:
- **Check points** for the pond, gardens, fountain, and concessions according to their coordinates on the graph.
### Question 3
To find Point D represented by coordinates, you would typically refer to the graph or coordinate axes to determine the position of Point D on the graph and describe it as an ordered pair (x, y).
### Question 4
To represent the cost of bottles of power drink:
- A linear graph with a slope depicting the cost per bottle would start at (0,0) and have a steepness (slope) of 2.25, going up proportionately based on the number of bottles.
For example:
- If you purchase 1 bottle, the cost is $2.25 (point at (1,2.25)).
- If you purchase 2 bottles, the cost is $4.50 (point at (2,4.50)).
The graph would be a straight line starting from the origin (0,0) and moving upward, based on the price per bottle.
Feel free to provide more information or details, and I'd be happy to help further!
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