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I am assuming that by this you mean exponential growth (the inverse of logarithmic growth. This particular growth rate is the most common type of growth rate in most systems. The following is defined as: W=what you want Wo=what you have initially k=the rate at which the growth is proportional to t=time frame This growth system is based on the fact that what your final product is, is based on what you have at everytime (eg. population growth is proportional to how many people you have) Defined Mathematically dW/dt=kW Rearranging this dW/W=kdt Integrating yields ln(W/Wo)=k*(t(final)-t(initial)) Note: t initial is usually just zero. And if this is used the function is linear (but note the axis) raising both sides to the e (to eliminate the natural log) W/Wo=exp(k*(t(final)-t(initial))) or more commonly W=Wo*exp(k*(t(final)-t(initial))) Hope this helps!
What else can I help you with?
Logarithmic growth is known as what?
Exponential growth
What is a sentence using the word derive?
The mathematician spent all day trying to derive the complex formula.
How do you derive work done formula?
The answer depends on what information you have.
How can you derive a formula for the area of a trapezoid?
Area = 0.5*(sum of parallel sides)*height
Formula for population growth without limits?
The formula for population growth is based on the formula for interest. The formula is Final Population is equal to Initial Population multiplied by e raised to the power of the product of the rate of growth multiplied by the time of growth, or P(f) = P(o) * e ^ (rt).
