a. Show that the line through vectors p and q in may be written in the parametric form x = (1 -()p + tq. (Refer to the figure with Exercises 21 and 22 in Section 1.5.) b. The line segment from p to q is the set of points of the form (1 - t)p + tq for 0

Transcribed Image Text:

(120) p T(x) (1-Dp+iq T(p) (t=1)