Questions: Determine the slope and y-intercept of the line y=5. slope = undefined; y-intercept =5 slope =0 ; y-intercept =5 slope =5 ; y-intercept =0 slope =5 ; y-intercept = undefined

Determine the slope and y-intercept of the line y=5.
slope = undefined; y-intercept =5
slope =0 ; y-intercept =5
slope =5 ; y-intercept =0
slope =5 ; y-intercept = undefined
Transcript text: student.uagcedu Quiz: Week 1 - Homework Grammarly ture.com/courses/141212/quizzes/415930/take This homework assignment contains 20 questions, either multiple choice or short answer a your course grade. Most questions have instructional videos linked to the problem that you you need help. This assignment can be retaken unlimited times, and you can review your an answers after you submit the assignment. Question 1 5 Determine the slope and $y$-intercept of the line $y=5$. If you are stuck and need help with this questions please review this resource $\rightrightarrows$. slope $=$ undefined; $y$-intercept $=5$ slope $=0 ; y$-intercept $=5$ slope $=5 ; y$-intercept $=0$ slope $=5 ; y$-intercept $=$ undefine $d$
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Solution

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Solution Steps

Step 1: Analyze the equation

The given equation is \( y = 5 \). This is a horizontal line because the value of \( y \) is constant for all \( x \).

Step 2: Determine the slope

For a horizontal line, the slope is always \( 0 \) because there is no change in \( y \) as \( x \) changes. Therefore, the slope is \( 0 \).

Step 3: Determine the \( y \)-intercept

The \( y \)-intercept is the point where the line crosses the \( y \)-axis. For the equation \( y = 5 \), the line crosses the \( y \)-axis at \( y = 5 \). Therefore, the \( y \)-intercept is \( 5 \).

Final Answer

The correct choice is:

  • slope \( = 0 \); \( y \)-intercept \( = 5 \)

\\(\boxed{\text{The answer is B}}\\)

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