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Volume of solid of revolution?
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The shaded regions R1 and R2, are enclosed by the graphs of f(x)= −x^2 and g(x)= −2^x. D. Find the exact volume of the solid formed by revolving R2 about the x-axis. (No calculator approximations; don’t simplify.)
use the disk method
Walk me through it please.
the formula is \[\int\limits_{a}^{b}\pi(R^2-r^2)dx\] Where both R and r represent radius for circles formed R is the bigger radius r is the smaller radius
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well washer method but i always refer it as the special disk method
Is that formula called the area of annulus ?
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