Which of the following statements are FALSE when identifying the type of slope of a line.A Positive
7 answers
Question:
Which of the following statements are FALSE when identifying the type of slope of a line. A Positive slope increases from left to right.
B Negative slope decreases from left to right.
C Undefined slope is when there is no vertical change.
D No or Zero slope is a horizontal line.
B Negative slope decreases from left to right.
C Undefined slope is when there is no vertical change.
D No or Zero slope is a horizontal line.
Answers
C
Step-by-step explanation:
hi! a horizontal line's slope is always 0.
hope this helps:)
D. undefined is the answer to your question.
The answer is c! Hope it helps..
The answer is negative
The Answer is
B. Negative
Zero slope. (Remember rise over run)
Choice C) Undefined slope is when there is no vertical change
If you replace "vertical" with "horizontal", then choice C would be a true statement. All vertical lines have an undefined slope.
This is because the slope formula
m = (y2-y1)/(x2-x1)
has 0 in the denominator when you subtract the x coordinates. Dividing by zero is undefined. For any single vertical line, the x coordinates of any two points are the same. For instance, the vertical line through 4 on the x axis is the equation x = 4, and every point on this line has x coordinate 4.
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