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A Radioactive Isotope Decays at a Continuous Rate of Approximately

Question 4

Multiple Choice

A radioactive isotope decays at a continuous rate of approximately 15% per day. If A is the amount of the isotope and t is time in days, what is the differential equation for this situation and its general solution?


A) A radioactive isotope decays at a continuous rate of approximately 15% per day. If A is the amount of the isotope and t is time in days, what is the differential equation for this situation and its general solution? A) ; B) ; C) ; D) ; ; A radioactive isotope decays at a continuous rate of approximately 15% per day. If A is the amount of the isotope and t is time in days, what is the differential equation for this situation and its general solution? A) ; B) ; C) ; D) ;
B) A radioactive isotope decays at a continuous rate of approximately 15% per day. If A is the amount of the isotope and t is time in days, what is the differential equation for this situation and its general solution? A) ; B) ; C) ; D) ; ; A radioactive isotope decays at a continuous rate of approximately 15% per day. If A is the amount of the isotope and t is time in days, what is the differential equation for this situation and its general solution? A) ; B) ; C) ; D) ;
C) A radioactive isotope decays at a continuous rate of approximately 15% per day. If A is the amount of the isotope and t is time in days, what is the differential equation for this situation and its general solution? A) ; B) ; C) ; D) ; ; A radioactive isotope decays at a continuous rate of approximately 15% per day. If A is the amount of the isotope and t is time in days, what is the differential equation for this situation and its general solution? A) ; B) ; C) ; D) ;
D) A radioactive isotope decays at a continuous rate of approximately 15% per day. If A is the amount of the isotope and t is time in days, what is the differential equation for this situation and its general solution? A) ; B) ; C) ; D) ; ; A radioactive isotope decays at a continuous rate of approximately 15% per day. If A is the amount of the isotope and t is time in days, what is the differential equation for this situation and its general solution? A) ; B) ; C) ; D) ;

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