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illustrate the following postulates and theorems.
a. If a line intersects a plane not containing it, then the intersection contains
only one point

b. If line M contains points X and Y, then XY = YX

c. If two points M and N lies in a plane Q, then line MN lies in the same
plane.

d. If D is in the interior of <BAC, then m4BAC = m4BAD + m4DAC

e. Line S intersects plane R, then line S intersects plane R at exactly one
point.​