Infinitely many lines exist with a given slope. In the slope-intercept form y = mx + c, varying the y-intercept c generates an infinite family of parallel lines with the same slope m.
Class 9 Maths (Ganita Manjari part two) Chapter 13 questions answer
Class 9 Maths (Ganita Manjari part two) Two Variables, One Line Question Answer
Infinitely many lines exist that share a given slope. Any straight line with slope m can be represented by the equation y = mx + c. Because the y-intercept parameter c can assume any real number value, each distinct value of c defines a unique line parallel to the others, resulting in an infinite family of parallel lines having identical slope.
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