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Name: ___ Date: ___ Discovery Section 6.71. Divide f(x) 3×3 7×2 + 9x 14 by x 2 using synthetic division2. Find f(2).3. What can you conclude? ______Synthetic Substitution: Remainder Theorem: The
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How to fill out synformtic division and application

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Step 1: Write down the dividend polynomial and the divisor polynomial in the correct format (with descending powers of the variable).
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Step 2: Determine the first term of the quotient by dividing the leading term of the dividend by the leading term of the divisor.
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Step 3: Multiply the divisor by the term you found in step 2 and write the result under the corresponding terms in the dividend.
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Step 4: Subtract the result from step 3 from the dividend to get a new polynomial.
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Step 5: Repeat steps 2-4 with the new polynomial until you have no remainder left.
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Step 6: The final result will be the quotient and any remainder left after completing all the divisions.

Who needs synformtic division and application?

01
Students studying algebra, calculus, or other advanced math courses.
02
Engineers and scientists who need to solve polynomial equations in their work.
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Math enthusiasts who enjoy exploring different mathematical techniques and concepts.

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Synformtic division and application is a process used in mathematics to divide polynomials by another linear polynomial. It is commonly used in algebraic calculations and problem-solving.
Students studying algebra or mathematics may be required to learn and apply synformtic division and application.
To fill out synformtic division and application, one must follow the steps of dividing polynomials using the linear polynomial as the divisor.
The purpose of synformtic division and application is to simplify the process of dividing polynomials and solving algebraic equations.
The information reported on synformtic division and application includes the polynomials being divided and the steps taken to perform the division.
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