University:
University of Central Florida
Course:
MAC 2312 | Calculus with Analytic Geometry II
Academic year:

2023
Views:

405

Pages:

9
Author:

Maria

Ex : Find the of the area and the X-axis 2 by y I * ⑳ region bounded y= z Find intersection point x S2 + on - =+2x X = R - X x - Odx I Di - y , 2 Sx2-Odx I u X ↑ 2 Di D2 = I 2 , = : -> 0 ~X Another way x = x2 2 = x2 + x - - (x + 2)(x x = - X 2 - = 1) = 2x S greater 0 = 0 = 2 - X 1 - X Solve for x before putting in lesser integral dy C 2 y = x2 y= - 0 - : = 2 - X + - x = x = = -y just is take 2 y by ble the region positive -dy F = - , on e O min