Fill in the blanks.
A $P - -$ is perfectly straight and extends forever in both directions. A $Q - -$ is a perfectly flat surface that extends forever in all directions. A $R - -$ or line segment, is the part of a line between two points.

P = L i n e, Q = P l a n e, R = R a y

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P = L i n e, Q = P l a n e, R = S e g m e n t

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P = L i n e, Q = R a y, R = P l a n e

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P = R a y, Q = S e g m e n t, R = P l a n e

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Solution

The correct option is A $P = L i n e, Q = P l a n e, R = R a y$
A line is made up of point in a fixed direction.
So it can be extended in both of the directions.
Therefore, $P = l i n e$
Here flat surface that extends in all directions is a plane.
Therefore, $Q = p l a n e$
A line between two points means a fixed line which can be line segment or a ray.
Therefore, $R = r a y$
Hence, the answer is $P = l i n e, Q = p l a n e, R = r a y$

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Fill in the blanks.A P–– is perfectly straight and extends forever in both directions. A Q–– is a perfectly flat surface that extends forever in all directions. A R–– or line segment, is the part of a line between two points.

Fill in the blanks.
A $P - -$ is perfectly straight and extends forever in both directions. A $Q - -$ is a perfectly flat surface that extends forever in all directions. A $R - -$ or line segment, is the part of a line between two points.