Horizontal and vertical lines are special types of lines. Determine whether the equations of each type...

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Horizontal and vertical lines are special types of lines. Determine whether the equations of each type are defined in standard form, point-slope form, and slope-intercept form. (a) Select the horizontal line form. Select any value for k such that the line is visible on the graph. Determine whether the equation of the line exists in each of the three forms listed above. Repeat for other values of k to confirm your result. Then, set k-4 (that is, graph the line y 4). What are the parameters of this line in standard form Ax+By C? AM 8 = C- (b) Select the vertical line form. Select any value for h such that the line is visible on the graph. Determine whether the equation of the line exists in each of the three forms listed above. Repeat for other values of h to confirm your result. Then, set h5 (that is, graph the linex 5). What are the parameters of this line in standard form Ax+By C A 8 = CH (c) The point-slope form of the equation of the line is defined for which of the following? O both horizontal and vertical lines Ohorizontal lines but not vertical lines O vertical lines but not horizontal lines O neither horizontal nor vertical lines (d) The slope-intercept form of the equation of the line is defined for which of the following? O both honzontal and vertical lines O horizontal lines but not vertical ines Overtical lines but not horizontal line Oneither horizontal nor vertical lines Horizontal and vertical lines are special types of lines. Determine whether the equations of each type are defined in standard form, point-slope form, and slope-intercept form. (a) Select the horizontal line form. Select any value for k such that the line is visible on the graph. Determine whether the equation of the line exists in each of the three forms listed above. Repeat for other values of k to confirm your result. Then, set k-4 (that is, graph the line y 4). What are the parameters of this line in standard form Ax+By C? AM 8 = C- (b) Select the vertical line form. Select any value for h such that the line is visible on the graph. Determine whether the equation of the line exists in each of the three forms listed above. Repeat for other values of h to confirm your result. Then, set h5 (that is, graph the linex 5). What are the parameters of this line in standard form Ax+By C A 8 = CH (c) The point-slope form of the equation of the line is defined for which of the following? O both horizontal and vertical lines Ohorizontal lines but not vertical lines O vertical lines but not horizontal lines O neither horizontal nor vertical lines (d) The slope-intercept form of the equation of the line is defined for which of the following? O both honzontal and vertical lines O horizontal lines but not vertical ines Overtical lines but not horizontal line Oneither horizontal nor vertical lines

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a Select the horizontal line form Select any value for k such that the line is visible on the graph ... View the full answer