Solve for x and y the following system of simultaneous equations 2 In(x) = In(y) + In(9) e*e" = e³ subject to the restriction on x and y that x > 0, y > 0. a. Not in the list b. x=(9-/189)/2, y=(-15+/189)/2 C. x=(-9+/189)/2, y=(15-/189)/2 d. x=(-9-/189)/2, y=(-15-/189)/2

Advanced Engineering Mathematics
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ISBN:9780470458365
Author:Erwin Kreyszig
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Chapter2: Second-order Linear Odes
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Solve for x and y the following system of simultaneous equations
2 In(x) = In(y) + In(9)
e*ev = e3
subject to the restriction on x and y that x > 0, y > 0.
a. Not in the list
b. x=(9-/189)/2, y=(-15+/189)/2
C. x=(-9+/189)/2, y=(15-/189)/2
d. x=(-9-/189)/2, y=(-15-/189)/2
Transcribed Image Text:Solve for x and y the following system of simultaneous equations 2 In(x) = In(y) + In(9) e*ev = e3 subject to the restriction on x and y that x > 0, y > 0. a. Not in the list b. x=(9-/189)/2, y=(-15+/189)/2 C. x=(-9+/189)/2, y=(15-/189)/2 d. x=(-9-/189)/2, y=(-15-/189)/2
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