Metro Jyometry: Points, Lines, and Angles

Jyometry involves creating and combining various figures or points to form a ______ segment and a line.

A point is a basic unit in Jyometry and can be defined as a dot in a ______ and has coordinates.

A line segment is formed by two end points and can be extended ______ on both sides.

The Parallel Lines in Indian Air Lines and the Ivan Van Naughton Stand are examples of parallel lines that do not ______ or intersect.

Intersecting lines have points where they ______ and can form different angles, such as a 15-degree angle between lines.

A SE Intersetting on a line forms parallel lines with a 10-degree angle between them and ______ lines with a 90-degree angle.

The chapter we are starting is called "Metro Jyometry" in English.
Jyometry involves creating and combining various figures or points to form a line segment and a line.
A point is a basic unit in Jyometry and can be defined as a dot in a line and has coordinates.
A line segment is formed by two end points and can be extended indefinitely on both sides.
A referee and a presenter are required to create a reference line for making a comparison.
The Parallel Lines in Indian Air Lines and the Ivan Van Naughton Stand are examples of parallel lines that do not meet or intersect.
Intersecting lines have points where they meet and can form different angles, such as a 15-degree angle between lines.
A SE Intersetting on a line forms parallel lines with a 10-degree angle between them and perpendicular lines with a 90-degree angle.
When two lines are intersecting at a point and one is turning 19 degrees, it creates an intersection angle.
Understanding these definitions is essential for Jyometry and will be tested in assessments.

Learn about the fundamental concepts of Jyometry including points, line segments, parallel lines, intersecting lines, and angles. Understand the definitions and characteristics of these elements, which are essential for mastering Jyometry.