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Line dd has a slope of 89\frac{8}{9}. Line ee is perpendicular to dd. What is the slope of line ee?\newlineSimplify your answer and write it as a proper fraction, improper fraction, or integer.\newline__\_\_

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Q. Line dd has a slope of 89\frac{8}{9}. Line ee is perpendicular to dd. What is the slope of line ee?\newlineSimplify your answer and write it as a proper fraction, improper fraction, or integer.\newline__\_\_
  1. Perpendicular Lines: Line ee is perpendicular to line dd, so their slopes are opposite reciprocals.
  2. Slope of Line d: Slope of line dd: 89\frac{8}{9}\newlineTo find the slope of line ee, take the reciprocal of 89\frac{8}{9}, which is 98\frac{9}{8}.
  3. Reciprocal of Slope: Now, since line ee is perpendicular, we need the opposite sign. So if line dd's slope is positive, line ee's slope will be negative.
  4. Negative Slope: Therefore, the slope of line ee is 98-\frac{9}{8}.

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