Drag each interval to a box to show if the function shown is increasing, decreasing, or neither over that interval.
3 < x < 7 -2 < x < 0 8 < x < 10 -10 < x < -8 -8 < x < -5
Drag each interval to a box to show if the function shown is increasing, decreasing, or neither over that interval. 3 < x < 7 -2 < x < 0 8 < x < 10 -10 < x < -8 -8 < x < -5
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To determine whether the function is increasing, decreasing, or neither over the specified intervals, we generally need the function’s graph or its algebraic expression. However, I can guide you on how to approach it:
1. Identify the function’s behavior: Observe how the function values change (increase, decrease, or stay constant) as x moves through the specified intervals.
2. Analyze each interval:
– 3 < x < 7: Check if the function values are increasing or decreasing between these x-values.
– -2 < x < 0: Look at the trend of the function in this range.
– 8 < x < 10: Determine the nature of the function here as well.
– -10 < x < -8: See if the function is increasing or decreasing in this interval.
– -8 < x < -5: Lastly, analyze the trend in this section.
3. Record your observations: Based on the behavior in each interval, you can classify them accordingly.
If you have the specific function or data points, I can help you further analyze the intervals more accurately! Remember to check our extended services for more in-depth assistance!