When performing mixed fractions, form it into improper form first, multiply the denominator by the whole number and then add the answer by the numerator, copy the denominator then perform the given operation.
Example:
2 1/5 is our fraction, multiply the 5 (denominator) by 2 (whole number), then add the answer by 1 (numerator).
(5) (2) = 10
10 + 1 = 11
So, the new form of our fraction is 11/5.
For dividing, reciprocate the second term and change the operation into multiplication. Simplify the equation if possible.
For multiplying, multiply the numerator by the other numerator, and multiply the denominator by the other denominator. Simplify the equation if possible.
For adding and subtracting, find the LCM first if the denominator is not the same, then divide it by the denominator, after dividing, multiply it to the numerator. Perform the given operation, simplify the answer if possible.
Example for adding and subtracting: (just in case you didn't get my explanation)
Answers & Comments
Answer:
When performing mixed fractions, form it into improper form first, multiply the denominator by the whole number and then add the answer by the numerator, copy the denominator then perform the given operation.
Example:
For dividing, reciprocate the second term and change the operation into multiplication. Simplify the equation if possible.
For multiplying, multiply the numerator by the other numerator, and multiply the denominator by the other denominator. Simplify the equation if possible.
For adding and subtracting, find the LCM first if the denominator is not the same, then divide it by the denominator, after dividing, multiply it to the numerator. Perform the given operation, simplify the answer if possible.
Example for adding and subtracting: (just in case you didn't get my explanation)
2 1/5 + 3 4/10
11/5 + 34/10
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