Questions & Answers

Question

Answers

A. Plane

B. Points

C. Straight Lines

D. Can’t be determined

Answer

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Hint- In geometry, a rectilinear figure can be defined as a plane figure or shape whose sides meet at right angles. These edges are formed by straight lines so as to form a polygon with all interior angles of ${90^0}.$

“Complete step-by-step answer:”

A rectilinear figure can be defined as a plane figure or shape whose sides meet at right angles.

The interior angle at each vertex of the rectilinear is ${90^0}$_{ }or ${270^0}$ . Here, for instance, a few irregular polygons that classify as rectilinear figures.

Hence, the rectilinear figure is formed by straight lines and the correct option is C.

Note- A plane figure whose boundaries are line segments is called a rectilinear figure.Students must not confuse a rectilinear figure with a polygon. A rectilinear figure may be closed or open. Also all the interior angles of a rectilinear figure are the same and equal to ${90^0}$_{ }or ${270^0}$_{.}

“Complete step-by-step answer:”

A rectilinear figure can be defined as a plane figure or shape whose sides meet at right angles.

The interior angle at each vertex of the rectilinear is ${90^0}$

Hence, the rectilinear figure is formed by straight lines and the correct option is C.

Note- A plane figure whose boundaries are line segments is called a rectilinear figure.Students must not confuse a rectilinear figure with a polygon. A rectilinear figure may be closed or open. Also all the interior angles of a rectilinear figure are the same and equal to ${90^0}$