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Select all that apply to the given term: undefined slope A (-3, 6)(-3, 10) a line with an equation of y = #. C point (0, #) D the point where a line crosses the x-axis E creates a horizontal line a line with an equation of x = #. creates a vertical line H the point where a line crosses the y-axis I(8, -9)(-5, -9) Jpoint (x, #)

Select all that apply to the given term: undefined slope A (-3, 6)(-3, 10) a line with an equation of y = #. C point (0, #) D the point where a line crosses the x-axis E creates a horizontal line a line with an equation of x = #. creates a vertical line H the point where a line crosses the y-axis I(8, -9)(-5, -9) Jpoint (x, #)

Elementary Geometry For College Students, 7e
Elementary Geometry For College Students, 7e
7th Edition
ISBN:9781337614085
Author:Alexander, Daniel C.; Koeberlein, Geralyn M.
Publisher:Alexander, Daniel C.; Koeberlein, Geralyn M.
ChapterP: Preliminary Concepts
SectionP.CT: Test
Problem 1CT
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22. Select all that apply to the given term: undefined slope.
**Question 22/36** **Select all that apply to the given term: undefined slope** - **A:** (-3, 6)(-3, 10) - **B:** a line with an equation of y = #. - **C:** point (0, #) - **D:** the point where a line crosses the x-axis - **E:** creates a horizontal line - **F:** a line with an equation of x = #. - **G:** creates a vertical line - **H:** the point where a line crosses the y-axis - **I:** (8, -9)(-5, -9) - **J:** point (x, #) **Explanation:** In this question, you are asked to identify all choices that are associated with the term "undefined slope". Undefined slope typically refers to vertical lines on a graph where the change in x is zero, resulting in a division by zero when calculating the slope. - **A:** (-3, 6)(-3, 10) – This represents two points with the same x-coordinate but different y-coordinates, indicating a vertical line. Vertical lines have an undefined slope. - **B:** a line with an equation of y = #. – This represents a horizontal line, which has a slope of zero, not undefined. - **C:** point (0, #) – This is a single point and does not describe a line. - **D:** the point where a line crosses the x-axis – This is a point and does not describe a line. - **E:** creates a horizontal line – Horizontal lines have a slope of zero, not undefined. - **F:** a line with an equation of x = #. – This represents a vertical line, which does have an undefined slope. - **G:** creates a vertical line – Vertical lines have an undefined slope. - **H:** the point where a line crosses the y-axis – This is a point and does not describe a line. - **I:** (8, -9)(-5, -9) – This represents two points with the same y-coordinate but different x-coordinates, indicating a horizontal line, which has a slope of zero. - **J:** point (x, #) – This is a single point and does not describe a line.
Transcribed Image Text:**Question 22/36** **Select all that apply to the given term: undefined slope** - **A:** (-3, 6)(-3, 10) - **B:** a line with an equation of y = #. - **C:** point (0, #) - **D:** the point where a line crosses the x-axis - **E:** creates a horizontal line - **F:** a line with an equation of x = #. - **G:** creates a vertical line - **H:** the point where a line crosses the y-axis - **I:** (8, -9)(-5, -9) - **J:** point (x, #) **Explanation:** In this question, you are asked to identify all choices that are associated with the term "undefined slope". Undefined slope typically refers to vertical lines on a graph where the change in x is zero, resulting in a division by zero when calculating the slope. - **A:** (-3, 6)(-3, 10) – This represents two points with the same x-coordinate but different y-coordinates, indicating a vertical line. Vertical lines have an undefined slope. - **B:** a line with an equation of y = #. – This represents a horizontal line, which has a slope of zero, not undefined. - **C:** point (0, #) – This is a single point and does not describe a line. - **D:** the point where a line crosses the x-axis – This is a point and does not describe a line. - **E:** creates a horizontal line – Horizontal lines have a slope of zero, not undefined. - **F:** a line with an equation of x = #. – This represents a vertical line, which does have an undefined slope. - **G:** creates a vertical line – Vertical lines have an undefined slope. - **H:** the point where a line crosses the y-axis – This is a point and does not describe a line. - **I:** (8, -9)(-5, -9) – This represents two points with the same y-coordinate but different x-coordinates, indicating a horizontal line, which has a slope of zero. - **J:** point (x, #) – This is a single point and does not describe a line.
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