If P(t) is the size of a population at time t, which of the following differential equations describes linear growth A population of bears increased by 50% in 4 years. If the situation is modeled by an annual growth rate compounded continuously, ...
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To determine doubling time, we use "The Rule of 70." It's a simple formula that requires the annual growth rate of the population. To find the doubling rate, divide the growth rate as a percentage into 70. doubling time = 70/annual growth rate Simplified, it is typically written: dt...
Notice that the last depreciation expense is not set by this formula. The last number is a plug number because the asset cannot be depreciated lower than its $1,000 salvage value. Double declining depreciation is helpful for businesses that want to recognize expenses upfront to save taxes. It...
But, once the infection AIDS woman gives birth to the baby to become the mother, certainly must avoid AIDS the maternal infant transmission, their babies and infants certainly must use the formula powdered milk to feed.[translate] aAmericans can be arguably proud--even forgiving Al Gore for a...
is insufficient to completely sieve out such an interval; related to this, if one only sieves up to for some , the linear sieve (see e.g., Theorem 2 of this previous blog post) shows that one must have at least survivors, where can be given explicitly in the regime by the formula ...
In macroeconomics, the multiplier effect refers to the increase in national income due to an external stimulus, like an increase in demand or spending power. It is calculated with theformulaM = 1/ (1–MPC), where M is the economic multiplier and MPC is the marginal propensity to consume. ...
Learning Curve Formula The learning curve has a formula to identify a target cumulative average time per unit or batch. The formula for the learning curve is: Y=aXbwhere:Y=Cumulative average time per unit or batcha=Time taken to produce initial quantityX=The cumulative units of production or...
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although this is now an antihomomorphism rather than a homomorphism: . One can then split up a quaternion into its real part and imaginary part by the familiar formulae (though we now leave the imaginary part purely imaginary, as opposed to dividing by in the complex case). The inner ...