Campusnesia.co.id - Synthetic division is a difficult concept for the students and they find it industrious to understand it. But if we break the various parts of the polynomial division then it would become a little easy for us. The synthetic division calculator can be a good online tool to make long division simple and fast for yourself. Without creating an understanding of the basics of the long division then it can be easy for you to do the long division. The design of the polynomial has been done by the same procedure as the First you need to identify the various parts of the synthetic division and how we can solve it:
Parts of the Synthetic division:
The four parts of the synthetic division of the polynomial are as follows:
“Dividend= Divisor × Quotient + Remainder”
The Dividend:
The dividend is equal to the multiplication of the divisor and the quotient and you need to add the reminder if it exists. It is essential to learn the long division manually and for online help just use the synthetic division calculator with steps.
The Divisor:
The Divisor is the number by which you are dividing the dividend, In the long division of the polynomial the divisor and the dividend both should be the polynomial.They can’t be a number in the long division of the polynomial, but they can be used after the variable like x+4,x+8, or x+12 etc. The synthetic substitution calculator can be used to find the answer to the synthetic division.
The Quotient:
The Quotient is actually the answer to the long division and you need to remember the quotient is also the polynomial in the long division of the polynomial. It is calculated by measuring the difference between the dividend and the divisor.
The Remainder:
The reminder is the remaining portion of the long division, and you normally write at the end of the long division. The synthetic division calculator is used to find the quotient and the remainder of the long division.
When you are able to find the Quotient and the Remainder, then you will be able to find the answer to the question.
For The Practical Example lets we explain in PDF format view:
