The final value of x is 325.25 given the formula $x(1.08)^{5}+1,500+\frac{x}{1.04^{-3}}=\frac{2,800}{1.04^{6}}$

Name: The final value of x is 325.25 given the formula $x(1.08)^{5}+1,500+\frac{x}{1.04^{-3}}=\frac{2,800}{1.04^{6}}$
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The given formula is a mathematical equation involving the variable $x$, and without solving the equation directly, we cannot assert the final value of $x$ without performing the appropriate algebraic manipulations and calculations.

The Final Value of X Is 325 x(1.08)5+1,500+x1.04−3=2,8001.046x(1.08)^{5}+1,500+\frac{x}{1.04^{-3}}=\frac{2,800}{1.04^{6}}x(1.08)5+1,500+1.04−3x​=1.0462,800​

The Final Value of X Is 325 $x(1.08)^{5}+1,500+\frac{x}{1.04^{-3}}=\frac{2,800}{1.04^{6}}$