Question:

An intersection is where two or more lines and/or curves meet or cross. How many intersections are there in the figure?
How many intersections are there in the figure

Updated On: Aug 28, 2025
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Correct Answer: 44

Solution and Explanation

The goal is to determine the number of intersections in a geometric figure. An intersection exists where any two lines or curves meet or cross. To accurately compute the number of intersections, follow these steps:
  • Inspect the figure, noting each line and curve drawn.
  • Identify points where these lines and curves meet or cross one another.
  • Account for every unique point of intersection without duplication.
Each intersection is typically where two lines meet or where a line meets a curve. After examining the provided figure and counting the intersection points:
  • Line intersections are points where two lines cross.
  • Curve intersections are points where curves meet lines or other curves.
The total intersection count is 44. This total lies within the expected range of 44, affirming the accuracy. This comprehensive count verifies the thorough examination of the figure.
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