Difference between revisions of "Derivatives (finance)"

From Conservapedia
Jump to navigation Jump to search
Line 10: Line 10:
  
 
== Math ==
 
== Math ==
−
In [[calculus]], a derivative is an operation on a function that shows the rate at which the output of the function is changing. The classic example of this is position with respect to time. Say some function f(t) is the position of an object at time t, then the derivative of f(t) (written as f'(t)) would be the velocity of the object at time t, and further, the derivative of the velocity function f'(t) would be the acceleration of the object at time t, and would be written as f''(t).
+
In [[calculus]], a derivative is an operation on a function that shows the rate at which the output of the function is changing. The classic example of this is position with respect to time. Say some function f(t) is the position of an object at time t, then the derivative of f(t) would be the velocity of the object at time t, and further, the derivative of the velocity function would be the acceleration of the object at time t. The typical way of writing the derivative of a function f(t) would be to place an apostrophe between the f and the variable, outside the parenthesis, but wiki interprets those apostrophes as italics markers.

Revision as of 23:13, December 30, 2008

Derivatives are financial instruments that derive their value from underlying assets. Derivatives can be traded (bought and sold) in a manner similar to stock. Derivatives include futures, options and swaps.

The value and prices of derivatives depends on the fluctuating value of the underlying asset. But as derivatives become more important, their trading can influence the underlying asset pricing.

Derivatives range from the exotic to the mundane. Famously, Barclay's Bank trading in derivatives almost lead to their bankruptcy, but the purchase of a simple forward currency contract is also dealing in a derivative.

Derivatives can be traded on a financial exchange, or in an over-the-counter (OTC) market.

Math

In calculus, a derivative is an operation on a function that shows the rate at which the output of the function is changing. The classic example of this is position with respect to time. Say some function f(t) is the position of an object at time t, then the derivative of f(t) would be the velocity of the object at time t, and further, the derivative of the velocity function would be the acceleration of the object at time t. The typical way of writing the derivative of a function f(t) would be to place an apostrophe between the f and the variable, outside the parenthesis, but wiki interprets those apostrophes as italics markers.