If vector

vec(AB)

lies on the

x

-axis, then vector

vec(AD)

lies on the

y

-axis. Let points

C

and

D

have the coordinates

(c_(1),c_(2))

and,

(0,d_(2))

, respectively. Simplify

vec(AC)

using vector components. Choose the correct answer below.\ A.

vec(AC)=(:c_(1),d_(2):)

\ B.

vec(AC)=(:d_(2),c_(1):)

\ c.

vec(AC)=(:c_(1),-d_(2):)

\ n

vec(AC)=1-y_(n)C_(n)|

|

If vector AB lies on the x-axis, then vector AD lies on the y-axis. Let points C and D have the coordinates (c1,c2) and (0,d2), respectively. Simplify AC using vector components. Choose the correct answer below. A. AC=c1,d2 B. AC=d2,c1 c. AC=c1,d2 n AC=1dn+./