To determine which statements are true, let's analyze each one based on typical Cartesian coordinate system quadrants:
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The pond is located in quadrant I.
- Quadrant I is where both x and y coordinates are positive. If the pond has negative x or negative y, this statement would be false.
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The concessions are located on the y-axis.
- Points on the y-axis have an x-coordinate of 0. If the concessions are indeed on the y-axis, this could be true.
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The x-coordinate of the location of the pond is negative, and the y-coordinate is positive.
- This describes a location in Quadrant II. If the pond has a negative x-coordinate and a positive y-coordinate, this statement would be true.
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The gardens are located in the fourth quadrant.
- Quadrant IV contains positive x-coordinates and negative y-coordinates. If the gardens fit this description, the statement is true.
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The x- and y-coordinates of the location of the fountain are both positive.
- If both coordinates are positive, that indicates the fountain's location is in Quadrant I, making this statement true.
To finalize, we need to confirm these descriptions with the map.
- If we find that the pond is indeed in Quadrant II (negative x, positive y), that the concessions are on the y-axis (x=0), the gardens in Quadrant IV (positive x, negative y) or the fountain has both coordinates positive, we mark those as true.
Without the specific map for reference, you would need to check each of these statements against the actual coordinates provided on the park map to confirm which three are indeed true. Please review the map to accurately identify the correct options.
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