1-2 The area of the region. (1) Sketch r = 4sin(20) and r= 2 I) Label two areas (I and II). One will be the intersection and the other will be part of the rose outside the circle. II) Find the areas...


1-2 The area of the region.<br>(1) Sketch r = 4sin(20) and r= 2<br>I)<br>Label two areas (I and II). One will be the intersection and the other will be part of the<br>rose outside the circle.<br>II)<br>Find the areas of both using double integrals.<br>(2) Set y = v3x, y = x, y = 4, y = x, and x? +y? =4. Set up a double polar integral and find the area<br>between these boundaries.<br>

Extracted text: 1-2 The area of the region. (1) Sketch r = 4sin(20) and r= 2 I) Label two areas (I and II). One will be the intersection and the other will be part of the rose outside the circle. II) Find the areas of both using double integrals. (2) Set y = v3x, y = x, y = 4, y = x, and x? +y? =4. Set up a double polar integral and find the area between these boundaries.

Jun 05, 2022
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