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What type of line is
y-7=0
Vertical Line
Horizontal Line
Neither

What type of line is $y-7=0$ $\newline$ Vertical Line $\newline$ Horizontal Line $\newline$ Neither

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Equations of horizontal and vertical lines

Full solution

Q. What type of line is

y-7=0

\newline

Vertical Line

\newline

Horizontal Line

\newline

Neither

Analyze the equation: Analyze the equation. $\newline$ The equation given is $y - 7 = 0$ . To understand what type of line this represents, we need to simplify the equation. $\newline$ By adding $7$ to both sides of the equation, we get $y = 7$ .
Determine constant variable: Determine which variable is constant. $\newline$ In the equation $y = 7$ , the $y$ -value is always $7$ , regardless of the value of $x$ . This means that for any point on the line, the $y$ -coordinate will be $7$ .
Identify line orientation: Identify the orientation of the line. $\newline$ Since the $y$ -value is constant and does not depend on $x$ , the line is horizontal. A horizontal line has the same $y$ -value across all points.
Conclude line type: Conclude the type of line. $\newline$ The equation $y = 7$ represents a horizontal line because the $y$ -value does not change.

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\newline

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\newline

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\newline

\newline

\text{(A)horizontal line}

\newline

\text{(B)vertical line}

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\newline

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\newline

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