Which of the following points is not on the same line as (0, 1) and (-2, 0):
(-6, -2), (-4, -1), (6, 4), or (2, 3)
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Answered by
19
ANSWER
(2, 3)
See the above attachment better understanding.☝️
SOLUTION ✍️
First, find the equation of the line joining A(0,1) and B(-2,0).
(x - 0) / (-2 – 0) = (y - 1) / (0 – 1)
x / (-2) = (y - 1) / (-1)
x = -2 × (y - 1) / -1
x = 2(y - 1)
x = 2y - 2
2y - x - 2 = 0 _(1)
Now if a points lies on the line AB, the point must satisfy Eq.(1). So, let check all coordinates one by one;
➠ C(-6,-2)
- LHS =-4+6–2 = 0 = RHS. So C lies on AB.
➠ D(-4,-1)
- LHS = -2+4–2 = 0 = RHS. So D lies on AB.
➠ E(6,4)
- LHS = 8–6–2 = 0 = RHS. So E lies on AB.
➠ F(2,3)
- LHS = 6–2–2 = 2 , which is not = RHS. So F does not lie on AB.
Point (2,3) does not lie on the line joining A(0,1) and B(-2,0).
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0
Answer:
(2, 3)
Step-by-step explanation:
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