Use a differential to approximate. (Give your answer correct to 4 decimal places.) 7(3.98) (3.98)² + 1 X Forecasting Co

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Use a differential to approximate. (Give your answer correct to 4 decimal places.) 7(3.98) (3.98)² + 1 X Forecasting Co

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Use a differential to approximate. (Give your answer correct to 4 decimal places.) 7(3.98) (3.98)² + 1 X

Forecasting Commodity Prices Government economists in a certain country have determined that the demand equation for soybeans is given by p = f(x) = 58 2x² + 1 where the unit price p is expressed in dollars per bushel and x, the quantity demanded per year, is measured in billions of bushels. The economists are forecasting a harvest of 2.1 billion bushels for the year, with a possible error of 10% in their forecast. Use differentials to approximate the corresponding error in the predicted price per bushel of soybeans. (Round your answer to one decimal place.) ± 0.2 X dollars per bushel
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