11. Three of the four points given are collinear. Use slopes to determine which three points are collinear. A(-8,-11) B(4, -4) C(12, –1) D(-2,-8)

Advanced Engineering Mathematics
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ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
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a,
b. undefined
с. 0
d.
6.
|
9. Use slopes to determine if A(3,-2), B(1, 2), and
C(-3, 10) are collinear.
10. Use slopes to determine if A(0, 7), B(2, 11), and
C(-2,1) are collinear.
11. Three of the four points given are collinear. Use
slopes to determine which three points are
collinear.
A(-8, -11) B(4, –4) C(12,-1) D(-2,-8)
3/4
Transcribed Image Text:a, b. undefined с. 0 d. 6. | 9. Use slopes to determine if A(3,-2), B(1, 2), and C(-3, 10) are collinear. 10. Use slopes to determine if A(0, 7), B(2, 11), and C(-2,1) are collinear. 11. Three of the four points given are collinear. Use slopes to determine which three points are collinear. A(-8, -11) B(4, –4) C(12,-1) D(-2,-8) 3/4
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