Question

a chameleon is resting quietly on a lanai screen, waiting for an insect to come by. assume the origin of a cartesian coordinate system is at the lower left-hand corner of the

Answer 1

The chameleon is located in the first quadrant of the Cartesian coordinate system.

Step-by-step explanation:

The Cartesian coordinate system is divided into four quadrants, labeled I, II, III, and IV, with the origin (0,0) at the center. In quadrant I, both x and y coordinates are positive. Given that the chameleon is resting quietly on a lanai screen, waiting for an insect, we can assume it's in a typical outdoor setting. The chameleon's position is likely in the first quadrant, as it waits for an insect to approach. This implies positive values for both x and y coordinates, placing it in quadrant I.

To determine the quadrant, we need to consider the chameleon's location in relation to the origin. If the chameleon were in quadrant II, the x-coordinate would be negative, while the y-coordinate would be positive. If it were in quadrant III, both x and y coordinates would be negative. In quadrant IV, the x-coordinate would be positive, and the y-coordinate would be negative. However, since the chameleon is waiting on the lanai screen, it's reasonable to assume it's situated with positive values for both x and y coordinates, placing it definitively in quadrant I.

In conclusion, the chameleon's position on the lanai screen, as described, indicates that it is in the first quadrant of the Cartesian coordinate system. This conclusion is based on the typical conventions of outdoor settings and the chameleon's behavior.

Here is the complete Question: A chameleon is resting quietly on a lanai screen, waiting for an insect to come by. Assume the origin of a Cartesian coordinate system is at the lower left-hand corner of the lanai screen. In which quadrant of the Cartesian coordinate system is the chameleon located? Provide a final answer with a brief reason, and then explain your reasoning in detail.

Answer 2

The chameleon is located at a specific point on the lanai screen, and we can describe its position using Cartesian coordinates. Without specific coordinate values, the final answer cannot be provided, but the chameleon's position would be given as a pair of x and y coordinates on the screen.

Step-by-step explanation:

In a Cartesian coordinate system, the position of a point is specified by its x and y coordinates. The x-axis represents the horizontal position, and the y-axis represents the vertical position. The origin of the coordinate system is at the lower left-hand corner, where both x and y are zero. The chameleon's position would be identified by the values of its x and y coordinates.

Let's assume the chameleon is at coordinates (x, y) on the lanai screen. The first paragraph establishes the context of using Cartesian coordinates for positioning. The second paragraph clarifies the role of the x and y axes and the significance of the origin.

To calculate the exact position of the chameleon, we would need specific values for x and y. For example, if the chameleon is 2 units to the right (x = 2) and 3 units up (y = 3) from the origin, its coordinates would be (2, 3). These values provide a precise location on the lanai screen. The third paragraph emphasizes the necessity of specific coordinate values for an accurate description of the chameleon's position and provides an example to illustrate this point.