Parallel Lines (Grade 11 NSC Matric Mathematics): Quizzes

📚Quizzes
Revision NotesModel AnswersQuizzesFlashcardsExam Questions
Parallel Lines
Sign up to keep practising.Create a free account to play more quizzes and track your progress.

Practise the questions

10 questions from this quiz

Show

What is the defining characteristic of parallel lines?

They never intersect

What must be true about the gradients of two parallel lines?

They are equal

If line 1 has gradient m1=3m_1 = 3, what is the gradient of a line parallel to it?

m2=3m_2 = 3

Which line is parallel to y=2x+3y = 2x + 3?

y=2x−1y = 2x - 1

What makes two lines parallel rather than identical?

Same gradient, different y-intercepts

Which formula helps find a line through point (x1;y1)(x_1; y_1) with gradient mm?

y−y1=m(x−x1)y - y_1 = m(x - x_1)

Find the equation parallel to y=2x−1y = 2x - 1 through point (−1;1)(-1; 1).

y=2x+3y = 2x + 3

What is the gradient of a line with angle of inclination 153.4°153.4°?

−0.5-0.5

Convert y−2x+1=0y - 2x + 1 = 0 to gradient-intercept form.

y=2x−1y = 2x - 1

Line through (2;−3)(2; -3) parallel to line with gradient −12-\frac{1}{2} has equation:

y=−12x−2y = -\frac{1}{2}x - 2

Explore Grade 11 NSC Matric Mathematics Revision Notes by Topics

Analytical Geometry

Trigonometry

Measurement

Euclidean Geometry

Probability

Statistics

Linear Programming

Explore Grade 11 NSC Matric Mathematics Model Answers by Topics

Analytical Geometry

Trigonometry

Measurement

Euclidean Geometry

Probability

Statistics

Linear Programming

Explore Grade 11 NSC Matric Mathematics Flashcards by Topics

Analytical Geometry

Trigonometry

Measurement

Euclidean Geometry

Probability

Statistics

Linear Programming

Explore Grade 11 NSC Matric Mathematics Exam Questions by Topics

Analytical Geometry

Trigonometry

Measurement

Euclidean Geometry

Probability

Statistics

Linear Programming

Join 100,000+ NSC Matric students studying Quizzes with us.

Select your subjects, and get access to A+ resources today.