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Solving 11.99x = 59.95. Solving for variable 'x'. Move all terms containing x to the left, all other terms to the right. Divide each side by '11.99'. x = 5.

It would be A. infinitely many b/c no matter what number you plug in for x, your always gonna get the same answer on both sides. Also b/c if you distribute the right side you will also get 11x – 99 and 11x…

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for all n \ge 3. If x_{11} – x_1 = 99, then determine x_6. color{red}=& \color{red}5\cdot x_2 + 3\cdot x_1 && \quad & | \quad \color{red}x_6 = 5\cdot x_2 + 3\cdot x_1\\ \mathbf{9} &\mathbf{=}& \mathbf…