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Question 7711 Solve for X, Y, and Z in the following systems of three equations using either substition or elimination methods a X 2Y Z = 6 X Y = 4 3X Y Z = 8 b 10X Y Z = 12 8X 2Y Z = 11 X 10Y 2Z = 8 c 22X 5Y 7Z = 12 10X 3Y 2Z = 5. KrokodiltranenWK# WK# BOOKMOBI ) 2 ;. > M N O > A B ں ԯ 쪡 쪡 0J CJ ^J j CJ U ^J jCJ U ^J CJ ^J jU mH nH u >* CJ OJ QJ ^J >* ^J 5 CJ OJ QJ \ ^J 5 \ ^J CJ OJ QJ ^J OJ QJ ^J aJ ^J OJ QJ ^J 5 ^J 5 >* ^J 8 2 S 1 F V 0 h 2 M & F !.

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Z C (3y −esinx)dx (7x p y4 1)dy = Z Z D (7−3)dxdy = Z 2 π 0 Z 3 0 4rdrdθ = Z 2π 0 18dθ = 36π The D integral is solved by using polar coordinates to describe D Example 55 Evaluate R C(3x−5y)dx(x−6y)dy, where C is the ellipse x 2 4 y 2 = 1 in the anticlockwise direction Evaluate the integral by (i) Green’s Theorem, (ii) directly 2 Solution (i) Green’s Theorem P(x,y. D M V _M h q z !. SA {s @ P * { Y !.

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