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Part I
Given the following two rational expressions
1 / (x² - 1 ) , 1 / (x - 1)²
i. Determine the least common denominator (LCD) of the two expressions
ii. Expand each rational expression to its equivalent form having the LCD as its denominator
iii. Add the two resulting rational expressions, simplify if possible, and determine the domain of the resulting rational expression
Part II
For the quadratic equation
x² + x - 1 = 0.
i. Use the technique as specified in this lecture under the section Completing the Square to Determine the solutions (roots) of the equation
ii. Verify each root by plugging the root back into the equation and performing the computation
Decide on an initial population and name of a rural town.
For the quadratic equation. Use the technique Completing the Square to Determine the solutions (roots) of the equation
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