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Solve for d. Express your answer in simplest radical form if necessary. d=root(3)(123.3)*root(3)(123.3)*root(3)(123.3) Answer: d=

Solve for d d . Express your answer in simplest radical form if necessary.\newlined=123.33⋅123.33⋅123.33 d=\sqrt[3]{123.3} \cdot \sqrt[3]{123.3} \cdot \sqrt[3]{123.3} \newlineAnswer: d= d=

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Simplify the product of two radical expressions having same variableright chevron icon

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Q. Solve for d d . Express your answer in simplest radical form if necessary.\newlined=123.33⋅123.33⋅123.33 d=\sqrt[3]{123.3} \cdot \sqrt[3]{123.3} \cdot \sqrt[3]{123.3} \newlineAnswer: d= d=
  1. Write Down Given Expression: First, let's write down what we're dealing with:\newlined=123.33×123.33×123.33d = \sqrt[3]{123.3} \times \sqrt[3]{123.3} \times \sqrt[3]{123.3}
  2. Apply Multiplication Rule: Now, we know that multiplying roots with the same index is like multiplying the insides, so:\newlined=123.3×123.3×123.33d = \sqrt[3]{123.3 \times 123.3 \times 123.3}
  3. Calculate Incorrect Result: Let's do the multiplication inside the radical: d=1874167.1973d = \sqrt[3]{1874167.197} - Oops, this is wrong, I multiplied wrong.

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