A. \(128{x^{14}} - 672{x^{11}} + 1512{x^8} - 1890{x^5} + \frac{{2835{x^2}}}{2} - \frac{{5103}}{{8x}} + \frac{{5203}}{{32{x^4}}} - \frac{{2187}}{{128{x^7}}}\)
B. \(128{x^{14}} - 672{x^{11}} + 1512{x^8} - 1890{x^5} - \frac{{2835{x^2}}}{2} - \frac{{5103}}{{8x}} + \frac{{5203}}{{32{x^4}}} - \frac{{2187}}{{128{x^7}}}\)
C. \(128{x^{14}} + 672{x^{11}} + 1512{x^8} + 1890{x^5} + \frac{{2835{x^2}}}{2} - \frac{{5103}}{{8x}} + \frac{{5203}}{{32{x^4}}} - \frac{{2187}}{{128{x^7}}}\)
D. \(128{x^{14}} - 672{x^{11}} + 1512{x^8} - 1890{x^5} + \frac{{2385{x^2}}}{2} - \frac{{5103}}{{8x}} + \frac{{5203}}{{32{x^4}}} - \frac{{2187}}{{128{x^7}}}\)
A
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