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Solve for nn.\newlinen100(1.5−n)100\frac{\frac{n}{100}}{\frac{(1.5-n)}{100}}

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Full solution

Q. Solve for nn.\newlinen100(1.5−n)100\frac{\frac{n}{100}}{\frac{(1.5-n)}{100}}
  1. Eliminate common denominator: Simplify the expression by eliminating the common denominator.\newlineSince both the numerator and the denominator have the same denominator (100100), we can cancel it out.\newline(n100)/(1.5−n100)=n1.5−n(\frac{n}{100})/\left(\frac{1.5-n}{100}\right) = \frac{n}{1.5-n}
  2. Check for further simplification: Check for any further simplification.\newlineThe expression n1.5−n\frac{n}{1.5-n} is already in its simplest form. There are no common factors to cancel out, and the expression cannot be simplified further.

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