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3:55 1/10 +0 What are the coordinates of letter A on the coordinate plane below? \( (-2,1.6) \) \( (2,-1.6) \) \( (-2,-1.6) \) \( (-2,1) \) student.freckle.com

Ask by Mckenzie Pena. in the United States
Jan 23,2025

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The coordinates of letter A are \( (-2, 1.6) \).

Solución

To determine the coordinates of letter A on the coordinate plane, we need to analyze the given options: 1. \( (-2, 1.6) \) 2. \( (2, -1.6) \) 3. \( (-2, -1.6) \) 4. \( (-2, 1) \) Since the problem does not provide a visual representation of the coordinate plane or any additional context, we can only evaluate the options based on their coordinates. ### Step-by-step Analysis: 1. **Understanding Coordinates**: - The first number in the coordinate pair represents the x-coordinate (horizontal position). - The second number represents the y-coordinate (vertical position). 2. **Evaluating Each Option**: - **Option 1**: \( (-2, 1.6) \) - This point is located in the second quadrant (negative x, positive y). - **Option 2**: \( (2, -1.6) \) - This point is located in the fourth quadrant (positive x, negative y). - **Option 3**: \( (-2, -1.6) \) - This point is located in the third quadrant (negative x, negative y). - **Option 4**: \( (-2, 1) \) - This point is located in the second quadrant (negative x, positive y). ### Conclusion: Without additional context or a visual representation, we cannot definitively determine which coordinate corresponds to letter A. However, if you have any specific criteria or context regarding the placement of letter A, please provide that information for a more accurate determination. If you need to select one of the options based on a specific condition (like being in a certain quadrant), please clarify that condition.

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The Deep Dive

To determine the coordinates of letter A on a coordinate plane, it's key to remember that the first number in a coordinate pair represents the x-axis (horizontal) position, while the second number represents the y-axis (vertical) position. One common mistake students make is confusing the signs of the coordinates. Positive values on the x-axis point to the right, while negative values point to the left. Similarly, positive values on the y-axis go up, and negative values go down. Keeping this in mind can help you visualize the correct location on the graph!

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