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Real World Radical Formulas - Speech or Presentation Example

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In many situations radical expressions are used to find solutions to complex equation when the exponential powers of those complex equations are known. Through formulas manipulation, solutions of radicals’ expressions are achieved by following a set of rules. Variables and…
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Real World Radical Formulas
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Real World Radical Formulas In many situations radical expressions are used to find solutions to complex equation when the exponential powers of those complex equations are known. Through formulas manipulation, solutions of radicals’ expressions are achieved by following a set of rules. Variables and other parameters like root/power functions may change but the rules should always be maintained.Considering the exercise provided, for the sailing vessel to deemed stable/safe for ocean sailing, capsize screening value that is less than a value of 2 should be achieved.

Based on the provided formula, For exercise 103, the curve has the function(a)(a) Find capsize screening value for the Tartan 4100, which has a displacement of 23,245 pounds and a beam of 13.5 feet.To solve the question, simply substitute the values into the formula(b) Solve this formula for d Capsize screening value achieved above is sufficient enough to make the boat stable since it is less than 2. To get d, we make d the subject of the equation We have basically made d the subject of the equation, but we need to eliminate the power function in order to remain with the actual expression of variable d.

Therefore get the negative cube (power -3) of the left hand side and right hand side. This gives:(c) The accompanying graph shows C in terms of d for the Tartan 4100 (b = 13.5). For what displacement is the Tartan 4100 safe for ocean sailing.From the graph, C is given by the functionBut for the vessel to achieve stability, a value of C less than 2 must be achieved. Hence substitute the value in order to get the maximum possible value of d for the radical equation.ReferencesBittinger, M. L., Ellenbogen, D.

, & Johnson, B. L. (2014). Intermediate algebra: Concepts and applications.

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