In Smithtown, the ratio of right-handed people to left-handed people is 3 to 1 and the ratio of men ...

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In smithtown, the ratio of right - handed people to left - handed people is to and the ratio of men to women is to . If the number of right - handed men is maximized, then what q percent of all the people in smithtown are left - handed women?

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Calculated Answer

25

Step by Step Solution

In order to solve problem, you must evaluate (n₃ * (n₀ + n₁) / (n₀ + n₃) - (n₀ - n₀ * (n₀ + n₁) / (n₀ + n₃))) / (n₀ + n₁) * 100.

• (n₃ * (n₀ + n₁) / (n₀ + n₃) - (n₀ - n₀ * (n₀ + n₁) / (n₀ + n₃))) / (n₀ + n₁) * 100

• Evaluate n₀ + n₁ = 4

  (n₃ * 4 / (n₀ + n₃) - (n₀ - n₀ * (n₀ + n₁) / (n₀ + n₃))) / (n₀ + n₁) * 100

• Evaluate n₀ + n₃ = 5

  (n₃ * 4 / 5 - (n₀ - n₀ * (n₀ + n₁) / (n₀ + n₃))) / (n₀ + n₁) * 100

• Evaluate 4 / 5 = 0.8

  (n₃ * 0.8 - (n₀ - n₀ * (n₀ + n₁) / (n₀ + n₃))) / (n₀ + n₁) * 100

• Evaluate n₃ * 0.8 = 1.6

  (1.6 - (n₀ - n₀ * (n₀ + n₁) / (n₀ + n₃))) / (n₀ + n₁) * 100

• Evaluate n₀ + n₁ = 4

  (1.6 - (n₀ - n₀ * 4 / (n₀ + n₃))) / (n₀ + n₁) * 100

• Evaluate n₀ + n₃ = 5

  (1.6 - (n₀ - n₀ * 4 / 5)) / (n₀ + n₁) * 100

• Evaluate 4 / 5 = 0.8

  (1.6 - (n₀ - n₀ * 0.8)) / (n₀ + n₁) * 100

• Evaluate n₀ * 0.8 = 2.4

  (1.6 - (n₀ - 2.4)) / (n₀ + n₁) * 100

• Evaluate n₀ - 2.4 = 0.6

  (1.6 - 0.6) / (n₀ + n₁) * 100

• Evaluate 1.6 - 0.6 = 1

  1 / (n₀ + n₁) * 100

• Evaluate n₀ + n₁ = 4

  1 / 4 * 100

• Evaluate 1 / 4 = 0.25

  0.25 * 100

• Evaluate 0.25 * 100 = 25

  25
• The answer to the problem and the result of (n₃ * (n₀ + n₁) / (n₀ + n₃) - (n₀ - n₀ * (n₀ + n₁) / (n₀ + n₃))) / (n₀ + n₁) * 100 is 25