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How would I solve this problem? Use the Remainder Estimation Theorem to find an interval containing x = 0 over which f(x) can be approximated
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Use the Remainder Estimation Theorem to find an interval containing x = 0 over which f(x) can be approximated by p(x) to three decimal-place accuracy throughout the interval. Check your answer by graphing If (x) - p(x)| over the interval you obtained. f(x) = 5In(5 + x); p(x) = 5 In 5 +x - + 10 75 When using the remainder estimation theorem, assume that |x|Step by Step Solution
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