How do you find the equation of the line that satisfies the given condition #(-11/12, -11/10)# and slope 0?

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Answer 1 · 2016-11-20T14:31:46

#y= -11/10# is the equation.

Any line that has a slope = 0, is a horizontal line. There is no vertical change as you move along the line.

The y-values of a horizontal line stay the same. The line only crosses the y-axis at one point, called they-intercept.

In this case, the given condition has one point.

The y-value is #y = -11/10# This is 'c'

Substitute the slope and tthe y-intercept into the equation of a straight line: #y = mx +c#

#y = (0)x -11/10#

#y= -11/10# is the equation.