Vertical and horizontal lines
[DOC File]Chapter 2 The Cartesian Coordinate System, Lines and Circles
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Writing equations for Horizontal and Vertical Lines. A horizontal line represents a constant function. Its equation will always be: A vertical line represents all the places where x is a specific number. This is not a function and can’t be solved for y. Its equation will always be:
[DOC File]Chapter 2 The Cartesian Coordinate System, Lines and Circles
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Slope and equations of Lines: Slope. Formula for slope: Slope of a horizontal line is 0. Slope of a vertical line is undefined. Parallel Lines: have the same slope. Perpendicular lines: slopes are negative reciprocals. Equations of Lines: Use slope-intercept form (y = …
[DOC File]Writing linear equations from word problems
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In other words, parallel lines have the same slope. The ratios of the vertical rise to the horizontal run of two parallel lines are equal: Theorem . Two distinct non-vertical lines in the Cartesian plane are parallel if and only if they have the same slope. The phrase “if and only if” in this theorem means two things:
[DOC File]Picture Book Illustrations
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Graphing lines: y = c is horizontal. x = c is vertical. ax + by = c can be graphed two ways: convert to y = mx + b (isolate y) plot the intercepts (plug in 0 for x and y) Concepts: Graph the boundary line. With < or >, use a dotted line, to indicate that the boundary is not included. With < or >, use a solid line, to indicate that the boundary ...
Vertical and horizontal - Wikipedia
DRAWING SIMPLE HORIZONTAL, VERTICAL & DIAGONAL LINES - in graphics mode 13h. To draw a horizontal red line of length L, whose leftmost point is at column x and row y. Example: L = 100, x = 40 and y = 60. The line is going to start at offset y*320 + x in the video buffer, i.e. at offset .
[DOC File]DRAWING SIMPLE HORIZONTAL, VERTICAL & DIAGONAL LINES
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Sketching Lines by Plotting Intercepts. Finding the Equation of a Horizontal Line and a Vertical Line. Objective 1: Determining the Slope of a Line. In this section we will study equations of lines which lie in the Cartesian plane. Before we learn about a line’s. equation, we must first establish a way to measure the “steepness” of a line.
[DOC File]Math 101 – Exam 2 – Concept Review
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Horizontal lines – suggest calm, sleep, stability, and an absence of strife. Vertical lines and horizontal lines at right angles – depict artificial elements. Two vertical lines connected by horizontal line – give feeling of a solid, safe place. Diagonal lines – suggest loss of balance and uncontrolled motion. Triangles on a horizontal base
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