Volume Let the plane region be a unit circle and let the maximum value of on be 6. Is

Chapter 14, Problem 61

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Let the plane region R be a unit circle and let the maximum value of f on R be 6. Is the greatest possible value of \(\int_{R} \int f(x, y) d y d x\) equal to 6? Why or why not? If not, what is the greatest possible value?

Text Transcription:

int_R int f(x, y) dy dx

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