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Which statement about the figure below is true?

A. Points D, G, and F are collinear

B. Point F, B, and C are coplanar

C. Point E lies on plane DFB

D. Line AE lies on plane DFB

Which statement about the figure below is true A Points D G and F are collinear B Point F B and C are coplanar C Point E lies on plane DFB D Line AE lies on pla class=

Respuesta :

B. Point F, B, and C are coplanar

In fact, A is wrong, because you can't draw a line passing through D, G, and F

Also, C is wrong because point E is not on the orange plane

For the same reason, D is wrong because line AE seems perpendicular to the plane, but anyway it surely does not lie on the plane

Answer:

Option B.

Step-by-step explanation:

Option A. Points D, G, F are collinear.

It's false because these points lie on a plane, not on a straight line.

Option B. Points F, B, and C are coplanar.

True these points lie on a plane colored in orange color.

Option C. Point E lies on a plane DFB.

False. Because point E doesn't lie on plane DFB.

Option D. Line AE lies on plane DFB.

False. Because the lien AE is perpendicular to the plane DFB

Option B is the answer.

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