What is 12/9 Divided by 6/19?

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In order to calculate the value of a division operation involving two fractions, we need to break down each fraction into its numerator and denominator. For instance, the problem 12/9 divided by 6/19 can be solved as follows:

We consider 12 to be the numerator of the first fraction (the dividend), and 9 to be the denominator of the first fraction. Similarly, 6 is the numerator of the second fraction (the divisor), and 19 is the denominator of the second fraction.

The calculation proceeds step-by-step as follows:

Step 1: Multiply the numerator of the first fraction by the denominator of the second fraction (i.e., 12 x 19), which equals 228.
Step 2: Multiply the denominator of the first fraction by the numerator of the second fraction (i.e., 9 x 6), which equals 54.
Step 3: The final result will be the fraction formed by 228 (numerator) and 54 (denominator).

This fraction can further be simplified to its decimal form by dividing 228 by 54, which equals approximately 4.222 (rounded to three decimal places).

Therefore, the result of 12/9 divided by 6/19 is 4.222 (in decimal form) or 228/54 (in fraction form).

You may practice similar problems listed at the end of this document to improve your understanding and computation skills.

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