Question

What could you conclude about these two lines?

A. Line A has a slope of -4.7. Line B has a slope of 12.Line A is decreasing while line B is increasing, with line A being much steeper than line B.
B. Line A is decreasing while line B is increasing, with line B being much steeper than line A.
C. Line B is decreasing while line A is increasing, with line A being much steeper than line B.
D. Line B is decreasing while line A is increasing, with line B being much steeper than line A.0.

Answer 1

Line A with a slope of -4.7 is decreasing and less steep than Line B, which has a slope of 12 and is increasing. The correct answer is option A.

Step-by-step explanation:

When comparing two lines with slopes of -4.7 and 12.0, we can make certain conclusions about their characteristics. Line A, with a slope of -4.7, is a decreasing line, meaning it slopes downward from left to right.

On the other hand, Line B, with a slope of 12.0, is an increasing line, indicating that it slopes upward from left to right. In terms of steepness, steeper slopes are indicated by larger absolute values of the slope.

Therefore, Line B is much steeper than Line A since 12.0 is greater in absolute value than -4.7.