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+ 7. For (X1, X2, 91,Y2) R4, define F(X1, X2, 91,72) = (x x y + y2 +4, 2x1x2 + x 2y +3y2 +8). The
+ 7. For (X1, X2, 91,Y2) R4, define F(X1, X2, 91,72) = (x x y + y2 +4, 2x1x2 + x 2y +3y2 +8). The point a =(2,-1,2,1) satisfies F(a)=(0,0). You may use WolframAlpha to do any basic matrix compu- tations without justification. (7a) (3 points) Show the equation F(x1, x2, 71, 72) = 0 defines (y1, y2) locally as a C function of (x1, x2) near a. (76) (2 points) Compute the Jacobian of at a
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