For the following system of nonlinear equations, give all solutions, including any non-real complex solutions. x² – 4y? = 3 %3D xY = 1 O {(-2, -글), (2, 글), (-i, i), (i, -i)} O {(-글,-2), (금, 2), (-i,), (6,-6)} o {(-1, -1), (1, 1), (-2і, 2і), (2і, - 2)} o{-j,-8), (금, 승), (-21, 3), (3i, -21)}

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
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For the following system of nonlinear equations, give all solutions, including any
non-real complex solutions.
x² – 4y? = 3
-
xy = 1
O {(-2, –}), (2, ±), (-i,i), (i,–i)}
O {(-;,-2), (;,2), (-i, i), (i,-i)}
O {(-1, –1), (1, 1), (-2i, 2i), (2i, –2i)}
O {(-÷,-), (;. 4) , (-2i, 31), (3i, –2i)}
Transcribed Image Text:For the following system of nonlinear equations, give all solutions, including any non-real complex solutions. x² – 4y? = 3 - xy = 1 O {(-2, –}), (2, ±), (-i,i), (i,–i)} O {(-;,-2), (;,2), (-i, i), (i,-i)} O {(-1, –1), (1, 1), (-2i, 2i), (2i, –2i)} O {(-÷,-), (;. 4) , (-2i, 31), (3i, –2i)}
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