What is the largest area rectangle that can be inscribed within the region enclosed by the curve 𝑦=24−2𝑥^2 and the x-axis?

Name: Find max area of rectangle inscribed in a parabola (bounded by x -axis).
Uploaded: 2020-12-11T23:24:35+00:00
Duration: 5 min 6 s
Description: Answer by Doug C. to What is the largest area rectangle that can be inscribed within the region enclosed by the curve 𝑦=24−2𝑥^2 and the x-axis?

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What is the largest area rectangle that can be inscribed within the region enclosed by the curve 𝑦=24−2𝑥^2 and the x-axis?

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What is the largest area rectangle that can be inscribed within the region enclosed by the curve 𝑦=24−2𝑥^2 and the x-axis?

1 Expert Answer

Still looking for help? Get the right answer, fast.

OR

RELATED TOPICS

RELATED QUESTIONS

CAN I SUBMIT A MATH EQUATION I'M HAVING PROBLEMS WITH?

If i have rational function and it has a numerator that can be factored and the denominator is already factored out would I simplify by factoring the numerator?

how do i find where a function is discontinuous if the bottom part of the function has been factored out?

find the limit as it approaches -3 in the equation (6x+9)/x^4+6x^3+9x^2

prove addition form for coshx

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