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During a Chemical Reaction,a Compound Changes into Another Compound at a Rate

Question 9

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During a chemical reaction,a compound changes into another compound at a rate proportional to the unchanged amount ​y.Write the differential equation for the chemical reaction model.Find the particular solution when the initial amount of the original compound is 20 grams and the amount remaining after 1 hour is 16 grams. ​


A) ​ During a chemical reaction,a compound changes into another compound at a rate proportional to the unchanged amount ​y.Write the differential equation for the chemical reaction model.Find the particular solution when the initial amount of the original compound is 20 grams and the amount remaining after 1 hour is 16 grams. ​ A)  ​   ,   B)  ​   ,   ​ C)  ​   ,   D)  ​   ,   E)  ​   ,  , During a chemical reaction,a compound changes into another compound at a rate proportional to the unchanged amount ​y.Write the differential equation for the chemical reaction model.Find the particular solution when the initial amount of the original compound is 20 grams and the amount remaining after 1 hour is 16 grams. ​ A)  ​   ,   B)  ​   ,   ​ C)  ​   ,   D)  ​   ,   E)  ​   ,
B) ​ During a chemical reaction,a compound changes into another compound at a rate proportional to the unchanged amount ​y.Write the differential equation for the chemical reaction model.Find the particular solution when the initial amount of the original compound is 20 grams and the amount remaining after 1 hour is 16 grams. ​ A)  ​   ,   B)  ​   ,   ​ C)  ​   ,   D)  ​   ,   E)  ​   ,  , During a chemical reaction,a compound changes into another compound at a rate proportional to the unchanged amount ​y.Write the differential equation for the chemical reaction model.Find the particular solution when the initial amount of the original compound is 20 grams and the amount remaining after 1 hour is 16 grams. ​ A)  ​   ,   B)  ​   ,   ​ C)  ​   ,   D)  ​   ,   E)  ​   ,
C) ​ During a chemical reaction,a compound changes into another compound at a rate proportional to the unchanged amount ​y.Write the differential equation for the chemical reaction model.Find the particular solution when the initial amount of the original compound is 20 grams and the amount remaining after 1 hour is 16 grams. ​ A)  ​   ,   B)  ​   ,   ​ C)  ​   ,   D)  ​   ,   E)  ​   ,  , During a chemical reaction,a compound changes into another compound at a rate proportional to the unchanged amount ​y.Write the differential equation for the chemical reaction model.Find the particular solution when the initial amount of the original compound is 20 grams and the amount remaining after 1 hour is 16 grams. ​ A)  ​   ,   B)  ​   ,   ​ C)  ​   ,   D)  ​   ,   E)  ​   ,
D) ​ During a chemical reaction,a compound changes into another compound at a rate proportional to the unchanged amount ​y.Write the differential equation for the chemical reaction model.Find the particular solution when the initial amount of the original compound is 20 grams and the amount remaining after 1 hour is 16 grams. ​ A)  ​   ,   B)  ​   ,   ​ C)  ​   ,   D)  ​   ,   E)  ​   ,  , During a chemical reaction,a compound changes into another compound at a rate proportional to the unchanged amount ​y.Write the differential equation for the chemical reaction model.Find the particular solution when the initial amount of the original compound is 20 grams and the amount remaining after 1 hour is 16 grams. ​ A)  ​   ,   B)  ​   ,   ​ C)  ​   ,   D)  ​   ,   E)  ​   ,
E) ​ During a chemical reaction,a compound changes into another compound at a rate proportional to the unchanged amount ​y.Write the differential equation for the chemical reaction model.Find the particular solution when the initial amount of the original compound is 20 grams and the amount remaining after 1 hour is 16 grams. ​ A)  ​   ,   B)  ​   ,   ​ C)  ​   ,   D)  ​   ,   E)  ​   ,  , During a chemical reaction,a compound changes into another compound at a rate proportional to the unchanged amount ​y.Write the differential equation for the chemical reaction model.Find the particular solution when the initial amount of the original compound is 20 grams and the amount remaining after 1 hour is 16 grams. ​ A)  ​   ,   B)  ​   ,   ​ C)  ​   ,   D)  ​   ,   E)  ​   ,

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