A substance is decaying exponentially. Originally, there were 250 gr.pdf
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A substance is decaying exponentially. Originally, there were 250 gr.pdf
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A substance is decaying exponentially. Originally, there were 250 grams. After 1 hour, there were 200 grams. How many grams will there be after 5.3 hours? (Round to the nearest gram.) Solution N =No e^-kt or, ln(No/N) = kt or, ln(250/200) = k*1 or k =0.223/hrs So, at t=5.3 hrs N = 250e^-5.3*.223 or, N = 76.923 g.
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A substance is decaying exponentially. Originally, there were 250 gr.pdf
- 1. A substance is decaying exponentially. Originally, there were 250 grams. After 1 hour, there were 200 grams. How many grams will there be after 5.3 hours? (Round to the nearest gram.) Solution N =No e^-kt or, ln(No/N) = kt or, ln(250/200) = k*1 or k =0.223/hrs So, at t=5.3 hrs N = 250e^-5.3*.223 or, N = 76.923 g