Question

1. using the figure above, choose the false statement:

a. line de intersects line df at point d
b. points a, b, and c are coplanar.
c. point f lies on line de.
d. points d and e are collinear.

1. determine whether the statement is true or false:

Explanation:

Question 3

• Option A: Lines DE and DF meet at D, so this is true.
• Option B: Points A, B, C are on the same plane (the lower blue plane), so they are coplanar (true).
• Option C: From the figure, point F is on a different line than DE (DE and DF are different lines from D), so F does not lie on DE (false).
• Option D: Points D and E are on the same line (DE), so they are collinear (true).

Looking at the figure, points A, E, and C lie on the same straight line (the line with arrows at A and C, passing through E). So the statement (if about their collinearity) is true.

Answer:

C. Point F lies on line DE.

Question 4 (Assuming the statement is about collinearity/coplanarity or intersection, but since the statement text is missing, if we assume a common question like "Points A, E, C are collinear" (from the figure, A-E-C are on the same line), then: