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1. Using 1 acre of land, define the shape of the rectangular area by establishing a relationship between the length and width of the rectangle. For example, L = 2W + 5, or W = 3L - 4. Be sure to include the appropriate units (inches, feet, yards, miles, or meters).
2. Using the fact that A = LW, together with the relationship defined in step 2, eliminate one of the variables to set up a quadratic equation.
3. Solve the quadratic equation using any of the techniques learned in this unit. The solution(s) will be one of the dimensions; use step 2 to find the other.
4. Now determine the perimeter so that you will know how much fencing to buy.
5. Summarize your findings.
Find the solution of the problem
Solve the given fraction
Compute the domain of the logarithmic function.
Find the conditional probability.
The process is shown for how to assign values to each element in the quadratic equation. Finally, the solution for the x values are produced. The steps and descriptions given in this solution can be used to solve thousands of other equations using..
Find the value of n such that the expression is a perfect square trinomial, then factor it. Solve the equation by completing the square and applying the square root property
Find the accumulated value of an investment.
Solving the transformation of exponential model functions.
Let K={1, v, h, 180} be a subset of the octic group G. Show that V= {1, v} is normal in K and that K is normal in G, but that V is not normal in G.
Simplify the following inequality
Solving the equation and rationalizing the denominator
Find the following conditional probabilities.
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