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Use the imaginary number ii to rewrite the expression below as a complex number. Simplify all radicals. 93\sqrt{-93}

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Q. Use the imaginary number ii to rewrite the expression below as a complex number. Simplify all radicals. 93\sqrt{-93}
  1. Identify Imaginary Unit: Now, we know that 1\sqrt{-1} is the imaginary unit ii. So, 93\sqrt{-93} becomes i93i \cdot \sqrt{93}.
  2. Check for Perfect Squares: Next, we look for any perfect squares that divide 9393, but there aren't any, so we can't simplify 93\sqrt{93} any further.\newlineSo the expression is i93i \cdot \sqrt{93}.

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