$\"\"$

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The equation is $\"3$ .

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Rewrite equation in slope-intercept form $\"3$ .

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Find the y-intercept, substitute x = 0.

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$\"y$

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y = 4

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So, the coordinate points is (0, 4). $\"\"$

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

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So, slope of the line perpendicular to given line is $\"m$ . $\"\"$

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Substitute $\"open$ (0, 4) and $\"m$ in the point-slope form $\"Syntax$ .

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$\"y$

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$\"y$

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Add 4 to each side.

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$\"y$

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$\"y$

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$\"\"$

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The slope-intercept form in perpendicular line equation is $\"y$ .

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Graph each line on a coordinate planes.

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$\"graph$

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$\"\"$

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Graph of the slope-intercept form in perpendicular line equation is $\"y$ .

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$\"graph$