First you add the fractions, then you see if you can simplify the result. You simplify it just as you would simplify any other fraction.
When you simplify 49 plus 37 (49+37), the result is 86.
To simplify the expression 72.24 ÷ 6.5, you divide 72.24 by 6.5, which equals approximately 11.12. Thus, the simplified result of the expression is 11.12.
To simplify the expression (12 \div 3), you divide 12 by 3. The result is 4, so (12 \div 3 = 4).
In mathematics, "simplify" means to reduce, usually through factoring. If you are asked to simplify the fraction 30/42, find the GCF of 30 and 42 and divide each number by it. Since the GCF of 30 and 42 is 6, the result would be 5/7.
divide the top and bottom by 7. The result is 1/3.
Someone would be able to perform PPC tracking from the website with which they ordered or bought the PPC service from. The tracking would provide details such as geolocation and demographics as to the visitors generated as a result of the PPC service.
simplify
Soil formation results from chemical changes, abrasion, and erosion, to simplify the process.
Answer: Yes, it usually counts as incorrect if you don't simplify a fraction. You must simplify a fraction unless it specifically tells you not to. Answer: For example, it looks a little awkward to have the final result of a problem as 144/288, when you could just as well write it as the equivalent 1/2.
This can be solved in two (or three) steps. 1. Convert each of the fraction to an improper fraction. 2. Multiply the numerators - put the answer into the numerator of the result. Similar with the denominators. 3. Simplify the result. (You can also simplify before doing the actual multiplication).
You multiply the numerators of both fractions, and place the result in the numerator of the result. Similarly, the denominator of the result is the product of the denominators of the individual fractions. For example: 2/3 x 3/7 = (2x3) / (3x7) = 6/21 You can simplify the result in the usual way. However, it is usually simpler to simplify before doing the actual multiplication. In the above example, you can cancel (eliminate) the 3 in the numerator with the 3 in the denominator before doing the actual multiplication.