Write a differential equation that fits the physical description: The velocity at time t of a particle moving along a straight line is proportional to the fourth power of its position x 1. Derive the discretized expression for the first derivative: \frac{df}{dx} i) rearwa...
The following equation defines the cumulative clade score for a sample to be of a particular clade (Cx): P(Cx)=∑i=1n1/Ni (1) where 1… n are the informative variants for a sample, ‘Ni’ is the total number of clades (of the 12 known clades) an informative variant may ...
Derive the mathematical model of the liquid height {eq}h {/eq}. The mass inflow rate is {eq}q_{in} {/eq}. The resistance ({eq}R {/eq} ) is linear. Law of Conservation of Mass: The law of conservation of mass states that the product of ...