Non-vertical lines could be slanted or horizontal.
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The two non-adjacent angles formed by intersecting lines are known as vertical angles. When two lines intersect, they create two pairs of vertical angles, which are opposite each other. Vertical angles are always equal in measure, making them a key concept in geometry. For example, if two lines intersect to form angles of 30 degrees and 150 degrees, the angles opposite each other (the vertical angles) will both be 30 degrees.
horizontal lines are lines which may be at the angle of 00,1800,3600.if vertical lines stand on horizontal lines it is in the angle of 900
On the basis of the information and context provided in the question, the answer must be "vertical lines".
No. Vertical lines are not.
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No, a non-square rectangle has two: the horizontal and the vertical. A square has four lines of symmetry: the horizontal, the vertical, and two diagonal lines.
No, they cannot - unless the two lines are effectively the same line.
No. The non-vertical angles need not be related to one another in any way.
The two non-adjacent angles formed by intersecting lines are known as vertical angles. When two lines intersect, they create two pairs of vertical angles, which are opposite each other. Vertical angles are always equal in measure, making them a key concept in geometry. For example, if two lines intersect to form angles of 30 degrees and 150 degrees, the angles opposite each other (the vertical angles) will both be 30 degrees.
There is a percussion clef, which is two short vertical lines at the beginning of the staff.
They are negative reciprocals Ex -1/2 and 2
Technically, a square is a rectangle with four lines of symmetry. A non-square rectangle has exactly two lines of symmetry: the vertical and the horizontal.
No. Horizontal lines have zero slope. Vertical lines have infinite slope.
They are simply just called lines.
Vertical lines parallel to the prime meridian are lines of longitude.
Whenever two lines intersect, vertical angles refers to the angles opposite each other