Given the coordinates of the vertices of the triangle M1M2M3 find the coordinates of a point C, which is the intersection of the medians M,M and M2N. Plot the triangle, the medians, and point C (mark it with *). Add title, label axis, show grids, add text as you see on the figure, mark intersection point C with * M2 Coordinates of the vertices of the triangle: M1(1; 2), M2(3; 5 ), M3(7; 0) M Hint: The coordinates of the middle point of the line segment AB, where A(x1, y1 ), B(, x2, y2) are M M3 X1 + x2 Yı + y2 Xm ; Ym 2 The equation of the line that passes through two points A(xУ1 ), В(, *2. У2) is x – X1 y - y1 X1 – X2 y1 - y2 |

Given the coordinates of the vertices of the triangle M1M2M3 find the coordinates of a point C, which is the intersection of the medians M,M and M2N. Plot the triangle, the medians, and point C (mark it with ). Add title, label axis, show grids, add text as you see on the figure, mark intersection point C with M2 Coordinates of the vertices of the triangle: M1(1; 2), M2(3; 5 ), M3(7; 0) M Hint: The coordinates of the middle point of the line segment AB, where A(x1, y1 ), B(, x2, y2) are M M3 X1 + x2 Yı + y2 Xm ; Ym 2 The equation of the line that passes through two points A(xУ1 ), В(, *2. У2) is x – X1 y - y1 X1 – X2 y1 - y2 |

Database System Concepts

7th Edition

ISBN:9780078022159

Author:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan

Publisher:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan

Chapter1: Introduction

Section: Chapter Questions

Problem 1PE

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