Let $u =P Q$ be the directed line segment from $P(0,0)$ to $Q(9,12)$, and let $c$ be a scalar such that $c<0$. Which statement best describes $c u$ ?

A. The terminal point of $c u$ lies in Quadrant II.

B. The terminal point of $c u$ lies in Quadrant IV.

C. The terminal point of $c u$ lies in Quadrant I.

D. The terminal point of $c u$ lies in Quadrant III.

Question

Let $u =P Q$ be the directed line segment from $P(0,0)$ to $Q(9,12)$, and let $c$ be a scalar such that $c&lt;0$. Which statement best describes $c u$ ? 
 
A. The terminal point of $c u$ lies in Quadrant II. 
 
B. The terminal point of $c u$ lies in Quadrant IV. 
 
C. The terminal point of $c u$ lies in Quadrant I. 
 
D. The terminal point of $c u$ lies in Quadrant III.

Answer (0)

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