For the function in front of you, the slope is?
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For the function in front of you, the slope is?
To determine the slope of the line segment shown in the graph, follow these steps:
Here is the detailed analysis:
- The red line segment starts lower on the left side and ends higher on the right side.
- This suggests that as we move from left to right, the line is rising.
- In terms of slope, a line that rises as it moves from left to right has a positive slope.
Therefore, the slope of the line segment is positive.
Thus, the correct answer is Positive slope.
Positive slope
For the function in front of you, the slope is?
Use the "left-to-right rule"! Start at the leftmost point and trace to the rightmost point. If you go upward, the slope is positive. If you go downward, the slope is negative.
Steepness affects the magnitude (size) of the slope, but not the sign! A steep upward line still has positive slope, just a larger positive number like +5 instead of +0.5.
Yes! If you have coordinates, use . But for quick identification, visual analysis is faster and just as reliable.
A horizontal line has zero slope because it doesn't rise or fall. A vertical line has undefined slope because you can't divide by zero in the slope formula.
This question asks for slope direction (positive or negative), not the exact number. To find the actual slope value, you'd need specific coordinates and the slope formula.
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