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Name T E K S 2A.2. A LESSON63DateClassPractice B Dividing PolynomialsDivide by using long division.2 1. X × 6 × 3 2. 2x 3 10x 2 × 5 × 5 3. 3x 2 20x 12 × 6 4. 3x 3 9x 2 14 × 3 Divide by using
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How to fill out divide using long polynomial

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To fill out a divide using long polynomial, follow these steps:
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Write the polynomial in the long division format, with the dividend (the polynomial being divided) inside the long division symbol and the divisor (the polynomial dividing the dividend) outside the symbol.
03
Start dividing the highest degree term of the dividend by the highest degree term of the divisor. Write the quotient above the dividing line and the product of the quotient and the divisor below the dividend.
04
Subtract the product from the first term of the dividend and bring down the next term.
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Repeat steps 2 and 3 until there are no more terms to bring down.
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Once all the terms have been brought down, the quotient represents the final result of the divide using long polynomial.

Who needs divide using long polynomial?

01
Divide using long polynomial is commonly needed in algebraic equations, particularly when dealing with polynomials of higher degrees.
02
It is useful for finding the quotient and remainder when dividing polynomials, simplifying expressions, and solving equations involving polynomials.
03
Mathematicians, students, and researchers in the field of mathematics often utilize divide using long polynomial in their work.
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Dividing using long polynomial is a method used in algebra to divide one polynomial by another, similar to long division with numbers. It involves writing the dividend and divisor in a specific format, and then systematically subtracting to find the quotient.
Individuals or entities that need to perform polynomial division for mathematical purposes, such as students, educators, or professionals in fields that require polynomial calculations, may need to use this method.
To fill out the long polynomial division, you write the dividend under a division symbol and the divisor outside. Divide the leading term of the dividend by the leading term of the divisor, multiply the entire divisor by that result, and subtract it from the dividend. Repeat with the resulting polynomial until the division is complete.
The purpose of dividing using long polynomial is to simplify polynomials, find roots, and solve polynomial equations, as well as to understand polynomial behavior in various applications.
When performing polynomial division, one should report the quotient, the remainder, and the steps taken in the division process to show how the final result was reached.
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