Question

In a plane, line b is parallel to line f, line f is parallel to line g, and line h is perpendicular to line b.

Answer 1

The statement that cannot be true is that g cannot be parallel to h (g ║h)

How  to know parallel lines in a plane?

On the plane ,

line b is parallel to line f.

Therefore,

b ║ f

line f is parallel to line g,

Therefore,

f ║ g

line h is perpendicular to line b.

h ⊥ b

Therefore,

Since line h is perpendicular b, line b is perpendicular to h.

b can be parallel to g on the plane.

g cannot be parallel to h because h is perpendicular to b.

h can be perpendicular to f because b is parallel to f.

learn more parallel lines here: brainly.com/question/3443478

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