Solve for the value of x, y and z using Cramer's Rule. e-3xe7 e5ye7z 3y 5z) + 3 = 10 e3ye3z (13 (5y + 8z-8) 104x 10-27-3y 104y 1000

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Solve for the value of x, y and z using Cramer’s Rule.

1. Solve for the value of x, y and z using Cramer's Rule.
e3x e5
e3ye3z
e-3xe7
e5ye7z
1
(5y + 8z – 8)
1
(13 3y- 5z) + 3 = 10 -
104x
10-2z-3y
104y
1000
Transcribed Image Text:1. Solve for the value of x, y and z using Cramer's Rule. e3x e5 e3ye3z e-3xe7 e5ye7z 1 (5y + 8z – 8) 1 (13 3y- 5z) + 3 = 10 - 104x 10-2z-3y 104y 1000
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