Coordinate Geometry - Distance and Area Calculation of Six Points

Math Problem Statement

i have questions with this 6 point: A(9786,25;127,13), B(9812,51;127,72), C(9841,02;128,46), D(9869,53;129,17), E(9898,04;129,85), F(9924,3;130,36)

It looks like you have provided coordinates for six points, with each point listed in a format like:

A(9786, 25; 127, 13)
B(9812, 51; 127, 72)
C(9841, 02; 128, 46)
D(9869, 53; 129, 17)
E(9898, 04; 129, 85)
F(9924, 3; 130, 36)

It seems there might be two sets of numbers in each point: one representing the x-coordinate and the other the y-coordinate.

Could you clarify:

Are the first set of numbers (e.g., 9786, 9812) the x-coordinates, and the second set (e.g., 25, 51) the y-coordinates?
Is there a specific question you would like help with regarding these points (like finding the distance between points, calculating the area of a polygon, or something else)?

Let me know how I can assist you further!

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Coordinate Geometry
Distance Calculation
Polygon Area Calculation

Distance formula: sqrt((x2 - x1)^2 + (y2 - y1)^2)
Area of a polygon formula (if points form a closed shape)

Pythagorean Theorem
Shoelace Theorem (for area calculation of polygons)

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