Where is this function positive?
a) x < 0 , 3 < x < 5
b) Not Applicable
c) x > 5 , 0 < x < 3
d) All Real Numbers
Where is this function positive?
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Where is this function positive?
a) x < 0 , 3 < x < 5
b) Not Applicable
c) x > 5 , 0 < x < 3
d) All Real Numbers
To determine where a function is positive, we need to analyze the function itself, but since you didn’t provide the specific function, I can guide you through a general process.
1. Identify the function: If it’s a polynomial or rational function, analyze its roots and key points.
2. Test intervals: Substitute values from the intervals you mentioned into the function to see where the function yields positive results.
3. Choose the correct ranges: Based on the signs of the function in those intervals, determine where the function remains positive.
Once you have the function, check each option:
– a) x < 0, 3 < x < 5
– b) Not Applicable
– c) x > 5, 0 < x < 3
– d) All Real Numbers
From that analysis, you can determine the correct answer. If you need further assistance or more detailed steps, please let me know!