A line in the plane passes through the 3 -djstinct points $$ (a, b),(c, d) $$, and $$ (e $$, 20. Then all of the following give a correct relation between $$ a, b, c, d $$, $$ e $$, and $$ f $$ except: (A) $$ \frac{c-a}{d-b}=\frac{c-e}{d-f} $$ (B) $$ \frac{d-b}{d-f} imes \frac{c-e}{a-c}=1 $$ (

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A line in the plane passes through the 3 -djstinct points $$ (a, b),(c, d) $$, and $$ (e $$, 20. Then all of the following give a correct relation between $$ a, b, c, d $$, $$ e $$, and $$ f $$ except: (A) $$ \frac{c-a}{d-b}=\frac{c-e}{d-f} $$ (B) $$ \frac{d-b}{d-f} 	imes \frac{c-e}{a-c}=1 $$ (

Gray Santiago · Accepted Answer

The relation in the second option, $$ \frac{d-b}{d-f} 	imes \frac{c-e}{a-c}=1 $$, does not hold true.

A line in the plane passes through the 3 -djstinct points \( (a, b),(c, d) \), and \( (e \), 20. Then all of the following give a correct relation between \( a, b, c, d \), \( e \), and \( f \) except: (A) \( \frac{c-a}{d-b}=\frac{c-e}{d-f} \) (B) \( \frac{d-b}{d-f} \times \frac{c-e}{a-c}=1 \) (

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A line in the plane passes through the 3 -djstinct points \( (a, b),(c, d) \), and \( (e \), 20. Then all of the following give a correct relation between \( a, b, c, d \), \( e \), and \( f \) except: (A) \( \frac{c-a}{d-b}=\frac{c-e}{d-f} \) (B) \( \frac{d-b}{d-f} \times \frac{c-e}{a-c}=1 \) (

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