PARTIAL PRODUCT Meaning and
Definition
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A “partial product” refers to the intermediate product obtained during the process of multiplying two or more numbers. It is a term primarily used in mathematics, particularly in the context of multiplication. When multiplying larger numbers, it is often more convenient to break down the problem into smaller, more manageable steps. This is where partial products come into play.
To calculate the total product, each digit of one number is multiplied by each digit of the other number, starting from the rightmost digit. The individual products obtained at each step are called partial products. These partial products are then added together to obtain the final product.
For instance, when multiplying a two-digit number by a three-digit number, partial products are obtained by multiplying each digit of the two-digit number by each digit of the three-digit number. These partial products are then appropriately positioned and added together, while keeping in mind the place value system, leading to the final product.
Partial products are particularly useful in solving complex multiplication problems, as they allow for a step-by-step approach that simplifies the process. By breaking down the multiplication into smaller, more manageable parts, it becomes easier to understand and compute the total product accurately. Hence, partial products aid in improving the efficiency and accuracy of multiplication calculations.
Common Misspellings for PARTIAL PRODUCT
- oartial product
- lartial product
- 0artial product
- pzrtial product
- psrtial product
- pwrtial product
- pqrtial product
- paetial product
- padtial product
- paftial product
- pattial product
- pa5tial product
- pa4tial product
- parrial product
- parfial product
- pargial product
- paryial product
- par6ial product
- par5ial product
- partual product
Etymology of PARTIAL PRODUCT
The word "partial" originated from the Latin word "partialis", which means "of or pertaining to a part". It entered the English language around the 15th century.
The word "product" comes from the Latin word "productum", which means "something produced" (past participle of "producere"). It also entered the English language around the 15th century.
When combined, the term "partial product" refers to a method used in multiplication where the multiplication process is broken down into smaller, manageable parts or partial products. The etymology of the term itself is not particularly noteworthy, as it is essentially a combination of two commonly used words in mathematics.
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