Water from a thunderstorm flows into a reservoir at a rate given by the function g(t)- 450 -0.38 t, where g is in thousands of litres per day, and t is in days. The water in the reservoir evaporates at a rate of 3.45% per day. What equation could describe this scenario, where f denotes the volume of water in the reservoir? Of(t)-0.0345 + 450 0.30 Of(t)-0.0345 (450 -0.38) Of(t) 0.9655f + 450 e 0.30 t O None of the above

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Water from a thunderstorm flows into a reservoir at a rate given by the function g(t) = 450 e-0.38 t, where g is in thousands of litres per day, and it is in days. The water in the reservoir evaporates at a rate of 3.45% per day. What equation could describe this scenario, where f denotes the volume of
water in the reservoir?
Of(t) = -0.0345 f + 450 e-0.38 t
Of(t) = -0.0345 (450 e-0.38 t
Of(t) = 0.9655 f + 450 e-0.38 +
O None of the above
Transcribed Image Text:Water from a thunderstorm flows into a reservoir at a rate given by the function g(t) = 450 e-0.38 t, where g is in thousands of litres per day, and it is in days. The water in the reservoir evaporates at a rate of 3.45% per day. What equation could describe this scenario, where f denotes the volume of water in the reservoir? Of(t) = -0.0345 f + 450 e-0.38 t Of(t) = -0.0345 (450 e-0.38 t Of(t) = 0.9655 f + 450 e-0.38 + O None of the above
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