Let a be a positive number. The region between the curves y=x² and y=2a –x² is the base of a solid (see diagram). Its cross sections, perpendicular to the x-axis are squares with one side in the base....

Let a be a positive number.<br>The region between the curves y=x² and y=2a –x² is the base of a solid (see diagram). Its cross sections, perpendicular to<br>the x-axis are squares with one side in the base.<br>2<br>If the volume of the solid is<br>20.13, what is the value of a ?<br>15<br>Show and explain your work.<br>

Extracted text: Let a be a positive number. The region between the curves y=x² and y=2a –x² is the base of a solid (see diagram). Its cross sections, perpendicular to the x-axis are squares with one side in the base. 2 If the volume of the solid is 20.13, what is the value of a ? 15 Show and explain your work.

Jun 04, 2022

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Let a be a positive number. The region between the curves y=x² and y=2a –x² is the base of a solid (see diagram). Its cross sections, perpendicular to the x-axis are squares with one side in the base....

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