Given V(t) = 125,000e^(t/8) find

  1. Given V(t) = 125,000e^(t/8) find V('t)
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    2. Jess asked by Jess
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  2. The present value of a building in the downtown area is given by the functionp(t) = 300,000e^-0.09t+(t)/2 f or 0 _< t _< 10 Find
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    2. Deeno asked by Deeno
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  3. The present value of a building in the downtown area is given by the functionP(t) = 300,000e^-0.09t+¡Ìt/2 f or 0 ¡Ü t ¡Ü
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    2. Deeno asked by Deeno
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  4. The present value of a building in the downtown area is given by the functionP(t) = 300,000e^-0.09t+¡Ìt/2 f or 0 ¡Ü t ¡Ü
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    2. Deeno asked by Deeno
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  5. The present value of a building in the downtown area is given by the functionp(t) = 300,000e^-0.09t+�ãt/2 f or 0 _< t _< 10
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    2. Deeno asked by Deeno
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  6. The present value of a building in the downtown area is given by the functionp(t) = 300,000e^-0.09t+(t)/2 f or 0 _< t _< 10 Find
    1. answers icon 0 answers
    2. Deeno asked by Deeno
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  7. The present value of a building in the downtown area is given by the functionp(t) = 300,000e^-0.09t+(t)/2 f or 0 _< t _< 10 Find
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    2. Deeno asked by Deeno
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  8. the tuition at a college increases exponentially. the current tuition (let it be t=0) is 36,000 and in 2 years it will be
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    2. Joe asked by Joe
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  9. Gia has just purchased a car whose value in dollars, because of depreciation, will be worth C=25,000e−0.04t after t months
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  10. Gia has just purchased a car whose value in dollars, because of depreciation, will be worth C=25,000e−0.04t after t months
    1. answers icon 1 answer
    2. views icon 40 views