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So we have Z + (1 – 2Z^2)/Z = W/ZAbeNeedsAnswers wrote: ↑Fri Jun 05, 2020 6:21 pmIf Z is not equal to 0 and Z + (1 – 2Z^2)/Z = W/Z, then W =
A. Z + 1
B. Z^2 + 1
C. –Z^2 + 1
D. –Z^2 + Z + 1
E. – 2Z^2 + 1
C
Given: z + (1 - 2z²)/z = w/zAbeNeedsAnswers wrote: ↑Fri Jun 05, 2020 6:21 pmIf Z is not equal to 0 and Z + (1 – 2Z^2)/Z = W/Z, then W =
A. Z + 1
B. Z^2 + 1
C. –Z^2 + 1
D. –Z^2 + Z + 1
E. – 2Z^2 + 1
C
Solution:AbeNeedsAnswers wrote: ↑Fri Jun 05, 2020 6:21 pmIf Z is not equal to 0 and Z + (1 – 2Z^2)/Z = W/Z, then W =
A. Z + 1
B. Z^2 + 1
C. –Z^2 + 1
D. –Z^2 + Z + 1
E. – 2Z^2 + 1
C
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