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What is the difference betweenconditional input demand function and input demand function?
The input demand function represents the quantity of an input that a firm will purchase at various input prices, holding other factors constant, such as output level or technology. In contrast, the conditional input demand function specifies the quantity of an input demanded based on certain conditions, such as a predetermined level of output or other inputs being fixed. Essentially, the conditional input demand function is a more specific case of the input demand function, as it incorporates additional constraints or conditions influencing demand.
What sort of input does mouse support?
support by operating system.
Why does your network not support your psp?
Did you had input correct password?
Does Tablet PC support voice input?
yes it does
Explain the concepts of demand and supply?
if price of input for any product good is influence by
Is it possible to use DC to DC converters as DC transformers for very high voltage?
A: a transformer input will always demand an AC input a DC input may actually damage it if enough power is available
What is the difference between derived demand and absolute demand?
Derived demand refers to the demand for a good or service that results from the demand for another good or service, typically in a production context. For example, the demand for steel is derived from the demand for automobiles, as steel is a necessary input in their production. In contrast, absolute demand refers to the total demand for a product or service in the market, independent of the demand for other goods. Essentially, derived demand is contingent on the demand for related products, while absolute demand stands alone.
Why work in a team?
For support, more brain power, input, output can be greater.
Why work in teams?
For support, more brain power, input, output can be greater.
What has the author Ioanna Reziti written?
Ioanna Reziti has written: 'Modelling output supply and input demand in Greek agriculture'
Does the set of ordered pairs represents a relation?
Yes, a set of ordered pairs represents a relation, as a relation is defined as a collection of ordered pairs where each pair consists of an input (or first element) and an output (or second element). The ordered pairs can be used to describe a relationship between two sets, such as a function mapping inputs to outputs. Each input can relate to one or more outputs, but in the case of a function, each input must relate to exactly one output.
What does the input service be able to connect to?
Bluetooth device does not support input service for Nokia mobile.I'm able to connect mobile phone Sony Ericsson K530i.
