class 12 Math Calculus Differential Equations

The population p(t) at time t of a certain mouse species satisfies the differential equation $dtdp(t) =0.5p(t)−450$If $p(0)=850$, then the time at which the population becomes zero is

(a)

2 ln 18

(b)

ln 9

(c)

$21 $In 18

(d)

ln 18

Similar topics

relations and functions

integrals

trigonometric functions

inverse trigonometric functions

application of derivatives

relations and functions

integrals

trigonometric functions

inverse trigonometric functions

application of derivatives

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