Question
6.125 in fraction form simplest form
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GPT 3.5
To express 6.125 in the simplest form, we need to convert it into a fraction.
Step 1: Take the whole number part (6) and multiply it by the denominator of the decimal part, which is 1000 (as there are three decimal places in 0.125).
6 * 1000 = 6000
Step 2: Add the result obtained in step 1 (6000) to the numerator of the decimal part (125).
6000 + 125 = 6125
Step 3: The denominator of the fraction is the same as the denominator of the decimal part (1000).
Therefore, the fraction representing 6.125 in the simplest form is 6125/1000.
Step 1: Take the whole number part (6) and multiply it by the denominator of the decimal part, which is 1000 (as there are three decimal places in 0.125).
6 * 1000 = 6000
Step 2: Add the result obtained in step 1 (6000) to the numerator of the decimal part (125).
6000 + 125 = 6125
Step 3: The denominator of the fraction is the same as the denominator of the decimal part (1000).
Therefore, the fraction representing 6.125 in the simplest form is 6125/1000.
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