Homework #5 Find the areas enclosed by the following curves: (a) y = x² – 2 and y = 2 (b) y = x* – 4x² + 4 and y = x2 (c) y = xv1– x², and XV y = 0 (d) x = y² – 1 and x = [y\/1 - y2 X = | (e) x + y² = 3 and 4x + y² = 0

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter3: Functions And Graphs
Section3.3: Lines
Problem 20E
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Homework #5
Find the areas enclosed by the following curves:
(а) у %3 х2 — 2 and
y = 2
(b) y = x* – 4x² + 4
and y = x²
= x2
(c) y = xV1 – x², and
y = 0
%3D
(d) x = y² – 1 and
lyl/1– y²
X =
(e) x + y² = 3 and
4x + y² = 0
Transcribed Image Text:Homework #5 Find the areas enclosed by the following curves: (а) у %3 х2 — 2 and y = 2 (b) y = x* – 4x² + 4 and y = x² = x2 (c) y = xV1 – x², and y = 0 %3D (d) x = y² – 1 and lyl/1– y² X = (e) x + y² = 3 and 4x + y² = 0
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