How do you write 12 1/2 percent as a fraction?

 How do you write 12 1/2 percent as a fraction?💝

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Mathe Solution Here.👇👇

To write 12 1/2 percent as a fraction, follow these steps:

1. Convert the mixed number to an improper fraction:

   • The mixed number 12 1/2 can be written as $12+\frac{1}{2}$.
   • Convert $12$ to a fraction: $12=\frac{12}{1}$.
   • Add the fractions:
     $$\mathrm{<b>12</b>}<b>+</b>\frac{\mathrm{<b>1</b>}}{\mathrm{<b>2</b>}}<b>=</b>\frac{\mathrm{<b>12</b>}<b>\times </b>\mathrm{<b>2</b>}}{\mathrm{<b>1</b>}<b>\times </b>\mathrm{<b>2</b>}}<b>+</b>\frac{\mathrm{<b>1</b>}}{\mathrm{<b>2</b>}}<b>=</b>\frac{\mathrm{<b>24</b>}}{\mathrm{<b>2</b>}}<b>+</b>\frac{\mathrm{<b>1</b>}}{\mathrm{<b>2</b>}}<b>=</b>\frac{\mathrm{<b>24</b>}<b>+</b>\mathrm{<b>1</b>}}{\mathrm{<b>2</b>}}<b>=</b>\frac{\mathrm{<b>25</b>}}{\mathrm{<b>2</b>}}$$

2. Convert the improper fraction to a percentage fraction:

   • 12 1/2 percent is $\frac{25}{2}$ percent.
   • Percent means "per hundred," so divide by 100:
     $$\frac{\mathrm{<b>25</b>}}{\mathrm{<b>2</b>}}<b>÷</b>\mathrm{<b>100</b>}<b>=</b>\frac{\mathrm{<b>25</b>}}{\mathrm{<b>2</b>}}<b>\times </b>\frac{\mathrm{<b>1</b>}}{\mathrm{<b>100</b>}}<b>=</b>\frac{\mathrm{<b>25</b>}<b>\times </b>\mathrm{<b>1</b>}}{\mathrm{<b>2</b>}<b>\times </b>\mathrm{<b>100</b>}}<b>=</b>\frac{\mathrm{<b>25</b>}}{\mathrm{<b>200</b>}}$$

3. Simplify the fraction:

   • Simplify $\frac{25}{200}$:
     $$\frac{\mathrm{<b>25</b>}}{\mathrm{<b>200</b>}}<b>=</b>\frac{\mathrm{<b>25</b>}<b>÷</b>\mathrm{<b>25</b>}}{\mathrm{<b>200</b>}<b>÷</b>\mathrm{<b>25</b>}}<b>=</b>\frac{\mathrm{<b>1</b>}}{\mathrm{<b>8</b>}}$$

So, 12 1/2 percent as a fraction is $\frac{1}{8}$.

$$\boxed{{\displaystyle \mathrm{<b>109998</b>}}}$$

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