give two example of coincident line and parallel lines
Answers
Answer:
For example, y = 2x + 2 and y = 2x + 4 are parallel lines. Here, the slope is equal to 2 for both the lines and the intercept difference between them is 2. Hence, they are parallel at a distance of 2 units. Since the two lines are coinciding to each other, hence, there could be no intercept difference between them.
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Answer:
thereis a sight difference between two parellel line and two coincident lines
Step-by-step explanation:
1.parellel line differs only in the real numbers 'b'and have a same 'a'(slope)
example :y=3x+3and y =3x+5 are parellel
2.coincident line have the same a and b .sometimes can be difficult to spot them if the equation is in implicit form :ax+by=c.
example:x+y=3and 2x+2y =6 are coincident