A horizontal line is a perfectly streight line that has a slope of 0. Ex. ____________________________________________________________ <---example
A horizontal line.A horizontal line.A horizontal line.A horizontal line.
Binary Example 0000010100100101111100101001111
Yes, for example, you have a straight horizontal line. If you intersect a straight vertical line in the middle of the horizontal line, pointing straight up, you would have two right angles.
On a 2 dimensional graph, the Y value is the same in each point on a horizontal line. The X value, however, changes. For example, the line Y=7 is an horizontal line; The Y value for every point on the line is 7, yet the X value changes. It is worth pointing out that the line will be straight.
A horizontal line is a perfectly streight line that has a slope of 0. Ex. ____________________________________________________________ <---example
a line that is neither verticle or horizontal
The bisector of a segment is a line that cuts the segment into exact half. For example, if the vertical line bisects the horizontal line in " T ", the vertical line cuts touches the horizontal line at the midpoint of the horizontal line
A horizontal line would be of the form y= (a number). There should be no 'x's involved in the equation.
______________________________ That is an example of a horizontal line. Know here is a vertical l Here is parallel = Now here is a perpendicular line +
A horizontal line.A horizontal line.A horizontal line.A horizontal line.
Binary Example 0000010100100101111100101001111
Yes, for example, you have a straight horizontal line. If you intersect a straight vertical line in the middle of the horizontal line, pointing straight up, you would have two right angles.
On a 2 dimensional graph, the Y value is the same in each point on a horizontal line. The X value, however, changes. For example, the line Y=7 is an horizontal line; The Y value for every point on the line is 7, yet the X value changes. It is worth pointing out that the line will be straight.
a flag post. It goes up and down and not side to side like a horizontal line.
The rate of change of any function is its derivative. The equation of a horizontal line is simply a constant, for example y=10. The derivative of any constant is ZERO.
The answer to this question depends on whether the reflection is in a vertical line or a horizontal line. For example, the reflection of 3 in a horizontal line is 3 but in a vertical line it is E.