4. The area of the region between the curve y=x and the line y=4 is divided into equal partitions by the line y3c. a. Find c by integrating with respect to y. (This puts c into the limits of...

4. The area of the region between the curve y=x and the line y=4 is divided<br>into equal partitions by the line y3c.<br>a. Find c by integrating with respect to y. (This puts c into the limits<br>of integration).<br>b. Find c by integrating with respect to x. (This puts c into the<br>integrand as well)<br>

Extracted text: 4. The area of the region between the curve y=x and the line y=4 is divided into equal partitions by the line y3c. a. Find c by integrating with respect to y. (This puts c into the limits of integration). b. Find c by integrating with respect to x. (This puts c into the integrand as well)

Jun 05, 2022

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4. The area of the region between the curve y=x and the line y=4 is divided into equal partitions by the line y3c. a. Find c by integrating with respect to y. (This puts c into the limits of...

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