I feel like I did something wrong on this problem. Could someone please double check my work? Thanks! %23EQUATORISUBTROPICALHIGH3006002. Find the value of Sxy dx + Vy2 + 1dy, where C is the path shown on the graph ) (6x-Pq) dAbelow. (Hint: Use Green's theorem.}6a -とPy= x112DQ =Ay= 0SS lo-1) dydx = SSdydx- Xdx-x(1) dx = S-xdx = x²(0,0)%3D2%3D2ナ

We have to find the value of ∫Cxy dx + y2+1 dy. Given the path C is

2. Find the value of xy dx + Vy2 + 1dy, where C is the path shown on the graph below. (Hint: Use Green's theorem.} Q= (y*+1) Py= x Qy= 0 Con) SS (0-X)dydx= SS -x dydx = S %3D - x(1) dx = S-xdx : %3D %3D %3D (0,0) (1,1)

2. Find the value of xy dx + Vy2 + 1dy, where C is the path shown on the graph below. (Hint: Use Green's theorem.} Q= (y*+1) Py= x Qy= 0 Con) SS (0-X)dydx= SS -x dydx = S %3D - x(1) dx = S-xdx : %3D %3D %3D (0,0) (1,1)

Calculus: Early Transcendentals

8th Edition

ISBN:9781285741550

Author:James Stewart

Publisher:James Stewart

Chapter1: Functions And Models

Section: Chapter Questions

Problem 1RCC: (a) What is a function? What are its domain and range? (b) What is the graph of a function? (c) How...

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Question

100%

I feel like I did something wrong on this problem. Could someone please double check my work? Thanks!

%23
EQUATORI
SUBTROPICAL
HIGH
300
600
2. Find the value of Sxy dx + Vy2 + 1dy, where C is the path shown on the graph ) (6x-Pq) dA
below. (Hint: Use Green's theorem.}
6a -と
Py= x
112
D
Q =
Ay= 0
SS lo-1) dydx = SS
dydx
- X
dx
-x(1) dx = S-xdx = x²
(0,0)
%3D
2
%3D
2
ナ

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