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The graph depicts how the price of a single forward contract will behave through time in relation to the expected future price. A contract in backwardation will increase in value until it equals the spot price of the underlying at maturity. Note that this graph does not show the forward curve (which plots against maturities on the horizontal).
These inherited properties are not sufficient to guarantee that the excess demand curve is downward-sloping, as is usually assumed. The uniqueness of the equilibrium point is also not guaranteed. There may be more than one price vector at which the excess demand function is zero, which is the standard definition of equilibrium in this context. [14]
A graph of this equation creates an S-shaped curve, which demonstrates how initial population growth is exponential due to the abundance of resources and lack of competition. When factors that limit an organisms growth are not available in constant supply to meet the growing demand, such as RNA and protein amounts in bacteria, the growth of the ...
The slope of this line is the specific growth rate of the organism, which is a measure of the number of divisions per cell per unit time. [5] The actual rate of this growth (i.e. the slope of the line in the figure) depends upon the growth conditions, which affect the frequency of cell division events and the probability of both daughter cells ...
As such, isoquants by nature are downward sloping due to operation of diminishing marginal rates of technical substitution (MRTS). [3] [4] The slope of an isoquant represents the rate at which input x can be substituted for input y. [5] This concept is the MRTS, so MRTS=slope of the isoquant. Thus, the steeper the isoquant, the higher the MRTS.
In economics, aggregate demand (AD) or domestic final demand (DFD) is the total demand for final goods and services in an economy at a given time. [1] It is often called effective demand, though at other times this term is distinguished. This is the demand for the gross domestic product of a country.
The growth constant k is the frequency (number of times per unit time) of growing by a factor e; in finance it is also called the logarithmic return, continuously compounded return, or force of interest. The e-folding time τ is the time it takes to grow by a factor e. The doubling time T is the time it takes to double.
The term "flip–flop" indicates that the downward slope more closely represents k a rather than k e. Flip–flop kinetics can create difficulties in the determination and interpretation of pharmacokinetic parameters if not recognized.