Section 5.2: Applications of Exponentials 10. If the price of a gallon of milk climbs at a continuous rate of 3% annuall

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Section 5.2: Applications of Exponentials 10. If the price of a gallon of milk climbs at a continuous rate of 3% annuall

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Section 5 2 Applications Of Exponentials 10 If The Price Of A Gallon Of Milk Climbs At A Continuous Rate Of 3 Annuall 1
Section 5 2 Applications Of Exponentials 10 If The Price Of A Gallon Of Milk Climbs At A Continuous Rate Of 3 Annuall 1 (20.08 KiB) Viewed 57 times
Section 5.2: Applications of Exponentials 10. If the price of a gallon of milk climbs at a continuous rate of 3% annually, how many years will it take for its price to increase by 50%? Round to 2 decimals. 11. Suppose it takes a radioactive substance 36 years to decrease by 25%. (a) Find the continuous decay rate k in the formula y = aekt. Round k to 5 decimals. (b) How long will it take the same radioactive substance to decrease to 25% of its original mass? Round to I decimal.
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