This mini project has two parts. Given coordinates of five points: A(x1, y1), B(x2, y2), C(x3, y3)and D(x4, y4), P(x, y) in a plane:ABPDPart I:Find if the four points: A, B, C, D form a square or not. In order to identify this, both conditions(a) and (b) must be met:a) All four sides formed by points are the same.b) The angle between any two sides is 90 degree.A register r0 must be set to 1 if the four points form a square and 0 otherwise.Part II:If four points A, B, C, D form a square, check if the fifth point P lies within the square or not. Inorder to identify this, assume A1, A2, A3, and A4 are the areas of PAB, PBD, PCD, and PAC and Ais the area of the square. If P lies inside the square, then A1 + A2 + A3 + A4 must be equal to A.The area of the triangle can be calculated from the following formula:Triangle Area %3D[x1(у2 - у3) + x2(у3 - у1) + х3(у1-у2)]/2Your program should store the areas of square at 0x40000000 and all 4 triangles: PAB, PBD,PCD, and PAC in 4 consecutive memory locations starting at 0x40000004.Note 1: Your program should work for any data.Note 2: The input data should be entered to your program using:АхDCDх1АуВхDCDy1x2DCDByDCDy2СхDCDx3СуDCDy3DxDCDx4DyPxDCDy4DCDXРуDCDyA register r0 must be set to 1 if P lies within the square and 0 otherwise.

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This mini project has two parts. Given coordinates of five points: A(x1, y1), B(x2, y2), C(x3, y3) and D(x4, y4), P(x, y) in a plane: A Part I: Find if the four points: A, B, C, D form a square or not. In order to identify this, both conditions (a) and (b) must be met: a) All four sides formed by points are the same. b) The angle between any two sides is 90 degree. A register r0 must be set to 1 if the four points form a square and 0 otherwise.

This mini project has two parts. Given coordinates of five points: A(x1, y1), B(x2, y2), C(x3, y3) and D(x4, y4), P(x, y) in a plane: A Part I: Find if the four points: A, B, C, D form a square or not. In order to identify this, both conditions (a) and (b) must be met: a) All four sides formed by points are the same. b) The angle between any two sides is 90 degree. A register r0 must be set to 1 if the four points form a square and 0 otherwise.

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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Concept explainers

Project analysis

Project analysis is the process of determining the aspects of a project in project management. This analysis helps in identifying whether the project is executing as expected and uses the specified budget. By conducting a project analysis, the current or future problems that occur during the project can be identified.

Question

This mini project has two parts. Given coordinates of five points: A(x1, y1), B(x2, y2), C(x3, y3)
and D(x4, y4), P(x, y) in a plane:
A
B
P
D
Part I:
Find if the four points: A, B, C, D form a square or not. In order to identify this, both conditions
(a) and (b) must be met:
a) All four sides formed by points are the same.
b) The angle between any two sides is 90 degree.
A register r0 must be set to 1 if the four points form a square and 0 otherwise.
Part II:
If four points A, B, C, D form a square, check if the fifth point P lies within the square or not. In
order to identify this, assume A1, A2, A3, and A4 are the areas of PAB, PBD, PCD, and PAC and A
is the area of the square. If P lies inside the square, then A1 + A2 + A3 + A4 must be equal to A.
The area of the triangle can be calculated from the following formula:
Triangle Area %3D[x1(у2 - у3) + x2(у3 - у1) + х3(у1-у2)]/2
Your program should store the areas of square at 0x40000000 and all 4 triangles: PAB, PBD,
PCD, and PAC in 4 consecutive memory locations starting at 0x40000004.
Note 1: Your program should work for any data.
Note 2: The input data should be entered to your program using:
Ах
DCD
х1
Ау
Вх
DCD
y1
x2
DCD
By
DCD
y2
Сх
DCD
x3
Су
DCD
y3
Dx
DCD
x4
Dy
Px
DCD
y4
DCD
X
Ру
DCD
y
A register r0 must be set to 1 if P lies within the square and 0 otherwise.

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