Suppose R is the triangle with vertices (–1,0), (0, 1), and (1,0). (a) As an iterated integral, B // (2x + 4y)? dA || (2x + 4y)² dæ dy with limits R of integration A = B = C = D = %3D (b) Evaluate the integral in part (a). Hint: substitution may make the integral easier. Integral = %3|

Calculus: Early Transcendentals
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Chapter1: Functions And Models
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12.1 12.2: Problem 9
Suppose R is the triangle with vertices (-1,0), (0, 1), and
(1,0).
(a) As an iterated integral,
В
(2x + 4y)² dA
(2x + 4y)“ dx dy with limits
R
of integration
A =
В -
C =
D =
(b) Evaluate the integral in part (a). Hint: substitution may make
the integral easier.
Integral =
%3D
Transcribed Image Text:12.1 12.2: Problem 9 Suppose R is the triangle with vertices (-1,0), (0, 1), and (1,0). (a) As an iterated integral, В (2x + 4y)² dA (2x + 4y)“ dx dy with limits R of integration A = В - C = D = (b) Evaluate the integral in part (a). Hint: substitution may make the integral easier. Integral = %3D
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