
CBSE Important Questions›

CBSE Previous Year Question Papers›
 CBSE Previous Year Question Papers
 CBSE Previous Year Question Papers Class 12
 CBSE Previous Year Question Papers Class 10

CBSE Revision Notes›

CBSE Syllabus›

CBSE Extra Questions›

CBSE Sample Papers›
 CBSE Sample Papers
 CBSE Sample Question Papers For Class 5
 CBSE Sample Question Papers For Class 4
 CBSE Sample Question Papers For Class 3
 CBSE Sample Question Papers For Class 2
 CBSE Sample Question Papers For Class 1
 CBSE Sample Question Papers For Class 12
 CBSE Sample Question Papers For Class 11
 CBSE Sample Question Papers For Class 10
 CBSE Sample Question Papers For Class 9
 CBSE Sample Question Papers For Class 8
 CBSE Sample Question Papers For Class 7
 CBSE Sample Question Papers For Class 6

ISC & ICSE Syllabus›

ICSE Question Paper›
 ICSE Question Paper
 ISC Class 12 Question Paper
 ICSE Class 10 Question Paper

ICSE Sample Question Papers›
 ICSE Sample Question Papers
 ISC Sample Question Papers For Class 12
 ISC Sample Question Papers For Class 11
 ICSE Sample Question Papers For Class 10
 ICSE Sample Question Papers For Class 9
 ICSE Sample Question Papers For Class 8
 ICSE Sample Question Papers For Class 7
 ICSE Sample Question Papers For Class 6

ICSE Revision Notes›
 ICSE Revision Notes
 ICSE Class 9 Revision Notes
 ICSE Class 10 Revision Notes

ICSE Important Questions›

Maharashtra board›

RajasthanBoard›
 RajasthanBoard

Andhrapradesh Board›
 Andhrapradesh Board
 AP Board Sample Question Paper
 AP Board syllabus
 AP Board Previous Year Question Paper

Telangana Board›

Tamilnadu Board›

NCERT Solutions Class 12›
 NCERT Solutions Class 12
 NCERT Solutions Class 12 Economics
 NCERT Solutions Class 12 English
 NCERT Solutions Class 12 Hindi
 NCERT Solutions Class 12 Maths
 NCERT Solutions Class 12 Physics
 NCERT Solutions Class 12 Accountancy
 NCERT Solutions Class 12 Biology
 NCERT Solutions Class 12 Chemistry
 NCERT Solutions Class 12 Commerce

NCERT Solutions Class 10›

NCERT Solutions Class 11›
 NCERT Solutions Class 11
 NCERT Solutions Class 11 Statistics
 NCERT Solutions Class 11 Accountancy
 NCERT Solutions Class 11 Biology
 NCERT Solutions Class 11 Chemistry
 NCERT Solutions Class 11 Commerce
 NCERT Solutions Class 11 English
 NCERT Solutions Class 11 Hindi
 NCERT Solutions Class 11 Maths
 NCERT Solutions Class 11 Physics

NCERT Solutions Class 9›

NCERT Solutions Class 8›

NCERT Solutions Class 7›

NCERT Solutions Class 6›

NCERT Solutions Class 5›
 NCERT Solutions Class 5
 NCERT Solutions Class 5 EVS
 NCERT Solutions Class 5 English
 NCERT Solutions Class 5 Maths

NCERT Solutions Class 4›

NCERT Solutions Class 3›

NCERT Solutions Class 2›
 NCERT Solutions Class 2
 NCERT Solutions Class 2 Hindi
 NCERT Solutions Class 2 Maths
 NCERT Solutions Class 2 English

NCERT Solutions Class 1›
 NCERT Solutions Class 1
 NCERT Solutions Class 1 English
 NCERT Solutions Class 1 Hindi
 NCERT Solutions Class 1 Maths

JEE Main Question Papers›

JEE Main Syllabus›
 JEE Main Syllabus
 JEE Main Chemistry Syllabus
 JEE Main Maths Syllabus
 JEE Main Physics Syllabus

JEE Main Questions›
 JEE Main Questions
 JEE Main Maths Questions
 JEE Main Physics Questions
 JEE Main Chemistry Questions

JEE Main Mock Test›
 JEE Main Mock Test

JEE Main Revision Notes›
 JEE Main Revision Notes

JEE Main Sample Papers›
 JEE Main Sample Papers

JEE Advanced Question Papers›

JEE Advanced Syllabus›
 JEE Advanced Syllabus

JEE Advanced Mock Test›
 JEE Advanced Mock Test

JEE Advanced Questions›
 JEE Advanced Questions
 JEE Advanced Chemistry Questions
 JEE Advanced Maths Questions
 JEE Advanced Physics Questions

JEE Advanced Sample Papers›
 JEE Advanced Sample Papers

NEET Eligibility Criteria›
 NEET Eligibility Criteria

NEET Question Papers›

NEET Sample Papers›
 NEET Sample Papers

NEET Syllabus›

NEET Mock Test›
 NEET Mock Test

NCERT Books Class 9›
 NCERT Books Class 9

NCERT Books Class 8›
 NCERT Books Class 8

NCERT Books Class 7›
 NCERT Books Class 7

NCERT Books Class 6›
 NCERT Books Class 6

NCERT Books Class 5›
 NCERT Books Class 5

NCERT Books Class 4›
 NCERT Books Class 4

NCERT Books Class 3›
 NCERT Books Class 3

NCERT Books Class 2›
 NCERT Books Class 2

NCERT Books Class 1›
 NCERT Books Class 1

NCERT Books Class 12›
 NCERT Books Class 12

NCERT Books Class 11›
 NCERT Books Class 11

NCERT Books Class 10›
 NCERT Books Class 10

Chemistry Full Forms›
 Chemistry Full Forms

Biology Full Forms›
 Biology Full Forms

Physics Full Forms›
 Physics Full Forms

Educational Full Form›
 Educational Full Form

Examination Full Forms›
 Examination Full Forms

Algebra Formulas›
 Algebra Formulas

Chemistry Formulas›
 Chemistry Formulas

Geometry Formulas›
 Geometry Formulas

Math Formulas›
 Math Formulas

Physics Formulas›
 Physics Formulas

Trigonometry Formulas›
 Trigonometry Formulas

CUET Admit Card›
 CUET Admit Card

CUET Application Form›
 CUET Application Form

CUET Counselling›
 CUET Counselling

CUET Cutoff›
 CUET Cutoff

CUET Previous Year Question Papers›
 CUET Previous Year Question Papers

CUET Results›
 CUET Results

CUET Sample Papers›
 CUET Sample Papers

CUET Syllabus›
 CUET Syllabus

CUET Eligibility Criteria›
 CUET Eligibility Criteria

CUET Exam Centers›
 CUET Exam Centers

CUET Exam Dates›
 CUET Exam Dates

CUET Exam Pattern›
 CUET Exam Pattern
Parallel Line Formula
If two lines consistently retain the same separation from one another, they are said to be parallel. Two lines are said to be parallel if they are drawn in a way that allows them to continue forever without ever colliding. Equidistant lines are another name for parallel lines. Parallel Line Formula are those that never cross each other. Since the two lines are equal in this situation and the angle is 180 degrees, they will never intersect. From the provided equation, students must first determine the slope. Substitute the equation for a straight line, and then calculate y. The slope should be a/b if the equation of the line is ax + by + c = 0 and the coordinates are (x1, y1). The slopes of two lines are equal if they are parallel to one another. Consider the slopes of the two lines to be m1 and m2.
Parallel Line Formula = m1 + m2
The given formula is used to determine the parallel line of a given line with slope m and passing through the point (x1, y1).
slope = a / b
What Is Parallel Lines Formula?
The Parallel Line Formula to determine whether any two lines with the equations y=m1x+c1 and y=m2x+c2 are parallel is: m1=m2 where
The slopes of the two lines are m1 and m2.
Different perpendicular lines have different slopes. There is a distinct difference between the slopes of perpendicular lines. One line’s slope is equal to the other line’s slope, negative reciprocal. A number’s reciprocal and its product equal one. If m1 and m2 are the opposites of one another, multiplying them results in 1.
Solved Examples Using Parallel Lines Formula
To facilitate studying anywhere, at any time, Extramarks is an online learning platform that concentrates on the K–12, higher education, and Test Prep segments. It ensures concept learning through interactive video modules on the learning application. These modules, which offer 360degree coverage of every topic and the possibility for immersive online learning to enable higher comprehension and retention throughout examination preparation, were developed by a team of inhouse subject matter experts who are highly trained.
The students must comprehend the Parallel Line Formula needed to complete the solutions to this. The learning and preparation procedures can be made more authentic by using Extramarks, a reliable source, to get the Parallel Line Formula. This is because certain websites might make it difficult for students to access these solutions. The Extramarks website is a reliable source for students to find the Parallel Line Formula. Extramarks is an easy option for all classes and subjects for students. Students have never found Mathematics to be simple, but with Extramarks’ assistance, they will find conceptualising Mathematics to be less difficult. Students will be able to get the greatest results when they combine their practice with the guidance of Extramarks.
Students are guided through the chapter summary with the help of the examples provided by the Extramarks’ website. These Parallel Line Formula are presented in stepbystep detail and are organised by Extramarks’ knowledgeable educationalist. These Parallel Line Formula allow students to understand the concepts of the chapter and the logic underlying the questions with ease. The Parallel Line Formula may be used by the students as additional resources and study tools. It is clear that practising the examples offered by subject matter experts will help students prepare for their examinations.
FAQs (Frequently Asked Questions)
1. What equation is used to calculate parallel lines?
Parallel lines always have the same m in a linear equation of the type y=mx+b.
2. Is the equation for parallel lines the same?
The equation for parallel lines is different, although they do have the same slope. For instance, the slope of a line is shown by its equation, which is written as y = 4x + 2. The supplied line will therefore be parallel to another straight line in the same plane with a slope of 4, and vice versa.
3. What establishes two lines' parallelism?
When a transversal cuts two lines so that the accompanying angles are congruent, the lines are said to be parallel. When a transversal cuts two lines so that their opposing interior angles coincide,