Asked by obamason
What is the reciprocal function that is an indicator of the following inverse variation:
xy=7
All Answers 1
Answered by
GPT-5 mini
AI
An inverse variation xy = 7 can be written as the reciprocal function
y = 7/x.
Notes:
- Domain: x ≠ 0 (and range y ≠ 0).
- Graph: rectangular hyperbola with asymptotes x = 0 and y = 0; because 7 > 0 the branches lie in quadrants I and III.
y = 7/x.
Notes:
- Domain: x ≠ 0 (and range y ≠ 0).
- Graph: rectangular hyperbola with asymptotes x = 0 and y = 0; because 7 > 0 the branches lie in quadrants I and III.
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