\"\"

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The line equation in slope-intercept form is \"\", where m is the slope

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and b is the y-intercept.

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If two lines are perpendicular, the slope (m1) of one line is opposite reciprocal of the second line slope (m2). It can be represented as, \"\".

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The slope of the line is 6.

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So the line perpendicular to above equation has the slope \"\"

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\"\"

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Find the x – intercept:

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\"\"                    (Substitute y = 0)

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\"\"       (Add 6 to each side)

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\"\"             (Additive indentity property:  \"\")

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\"\"                   (Additive inverse property:  \"\")

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\"\"                         (Additive indentity property:  \"\")

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\"\"                   (Divide each side by 6)

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\"\"                            (Cancel common terms) \ \

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The x-intercept is (1, 0).

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\"\"

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Substitute \"\"=\"\" and m = \"\" in the point-slope form equation

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\"\" 

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\"\"      (Substitute  \"\")

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\"\"            (Additive indentity property:  \"\") \ \

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\"\"  (Distributive property: \"\")

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\"\"               (Multiply:  \"\")

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\"\"

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The slope-intercept form line equation is \"\".