The reducing and enlarging formulas are used to calculate the amount of each compound in a greater or lesser amount of it.
A reducing formula is a term used in pharmacology to refer to the calculation necessary to know the necessary amounts of each component in a pharmaceutical formula of less than the original quantity.
For example, I have a compound that is made up of elements A, B, and C. But I only need to make 50% of this compound. How do I do it? His original recipe is:
- 10g of element A
- 20g element B
- 30g element C
To find out the amounts needed to create 50% of this compound, we divide each amount in half (50%) to find out how many grams of each element are needed:
10g ÷ 2 = 5g
20g ÷ 2 = 10g
30g ÷ 2 = 15g
According to the above, the reduced formula would have 5g of element A, 10g of element B, and 15g of element C and it would keep the proportion of quantities with the original formula.
On the other hand, enlarging formula is a term used in pharmacology to refer to the calculation necessary to know the necessary amounts of each component in a pharmaceutical formula of greater quantity than the original.
For example, I have a compound that is made up of elements A, B, and C. But I need to prepare 5 doses of this compound. How do I do it? His original recipe is:
- 15g of element A
- 25g element B
- 35g element C
To know the amounts needed to create 5 doses of this compound, we multiply the grams of each element by the necessary doses, in this case 5 to know how many grams of each element are necessary:
- 15g × 5 = 75g
- 25g × 5 = 125g
- 35g × 5 = 175g
According to the above, the increased formula would have 75g of element A, 125g of element B and 175g of element C and it would keep the proportion of quantities with the original formula.
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