If wet laundry loses half of iys moisture during first five minuteand if rate of loss of moisture is proportional to the moisture contentwhen will it have lost 95 OF ITS MOISTURE?

Answer 1

If wet laundry loses half of its moisture in the first five minutes, the loss follows an exponential decay model. To determine when it will have lost 95% of its moisture, we can use the formula for exponential decay: ( M(t) = M_0 e^{-kt} ). For a 95% loss, ( M(t) = 0.05 M_0 ); solving for ( t ) will reveal that it will take approximately 20 minutes for the laundry to lose 95% of its moisture, given the initial loss rate.