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How do you use continuous division? - Answers
Continuous division, often used for simplifying fractions or dividing polynomials, involves repeatedly dividing the numbers or terms until a desired outcome is achieved. For numerical division, you start with the dividend and divide by the divisor, recording the quotient and remainder. You can then divide the remainder by the divisor again, continuing this process until the remainder is zero or the desired precision is reached. In polynomial division, you similarly divide the leading term of the dividend by the leading term of the divisor, subtract the result, and repeat with the new polynomial.
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How do you use continuous division? - Answers
Continuous division, often used for simplifying fractions or dividing polynomials, involves repeatedly dividing the numbers or terms until a desired outcome is achieved. For numerical division, you start with the dividend and divide by the divisor, recording the quotient and remainder. You can then divide the remainder by the divisor again, continuing this process until the remainder is zero or the desired precision is reached. In polynomial division, you similarly divide the leading term of the dividend by the leading term of the divisor, subtract the result, and repeat with the new polynomial.
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How do you use continuous division? - Answers
Continuous division, often used for simplifying fractions or dividing polynomials, involves repeatedly dividing the numbers or terms until a desired outcome is achieved. For numerical division, you start with the dividend and divide by the divisor, recording the quotient and remainder. You can then divide the remainder by the divisor again, continuing this process until the remainder is zero or the desired precision is reached. In polynomial division, you similarly divide the leading term of the dividend by the leading term of the divisor, subtract the result, and repeat with the new polynomial.
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- og:descriptionContinuous division, often used for simplifying fractions or dividing polynomials, involves repeatedly dividing the numbers or terms until a desired outcome is achieved. For numerical division, you start with the dividend and divide by the divisor, recording the quotient and remainder. You can then divide the remainder by the divisor again, continuing this process until the remainder is zero or the desired precision is reached. In polynomial division, you similarly divide the leading term of the dividend by the leading term of the divisor, subtract the result, and repeat with the new polynomial.
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