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| rdfs:comment | - Requires: Neihbouring values, Parabolic function Linear approximation: tangent line. Notion of derivative. Derivative of the parabolic function. Now read: Rules of derivation, Integration New terms: Linear approximation, Tangent line, Derivative, Differential
- The derivative of a function is a second function showing the rate of change of the dependent variable compared to the independent variable. It can be thought of as a graph of the slope of the function from which it is derived. The process of finding a derivative is called differentiation. The derivative of y with respect to x (denoted as y') is equal to The inverse of differentiation is integration.
- A derivative is
- A derivative of a function is a second function showing the rate of change of the dependent variable compared to the independent variable. It can be thought of as a graph of the slope of the function from which it is derived. The process of finding a derivative is called differentiation.
- In finance, a Derivative is a financial instrument derived from some other asset; rather than trade or exchange the asset itself, market participants enter into an agreement to exchange money, assets or some other value at some future date based on the underlying asset. A simple example is a futures contract: an agreement to exchange the underlying asset (or equivalent cash flows) at a future date. The exact terms of the derivative (the payments between the counterparties) depend on, but may or may not exactly correspond to, the behaviour or performance of the underlying asset. Typically futures can be purchased for [wheat], corn, soybeans, and more recently ethanol. Though related to the price of corn, ethanol can also be made with other grains. Futures on livestock have been traded since
- It was Klarth, but it's not anymore. It took me perhaps 4 evenings to make. The name comes from the fact that I used Klarth's code (and threw out a lot of unnecessary parts), and also from the fact that I'd been having way too much fun with Calculus homework at the time. It's not the most usable theme, nor the best looking theme, but it's -my- theme. (Reason enough for it to exist, eh?) I think it looks cool, and it's a change of pace. A bit of a combination between the Ice theme and the NeXT stuff. Features: Planned Features:
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| abstract | - Requires: Neihbouring values, Parabolic function Linear approximation: tangent line. Notion of derivative. Derivative of the parabolic function. Now read: Rules of derivation, Integration New terms: Linear approximation, Tangent line, Derivative, Differential
- It was Klarth, but it's not anymore. It took me perhaps 4 evenings to make. The name comes from the fact that I used Klarth's code (and threw out a lot of unnecessary parts), and also from the fact that I'd been having way too much fun with Calculus homework at the time. It's not the most usable theme, nor the best looking theme, but it's -my- theme. (Reason enough for it to exist, eh?) I think it looks cool, and it's a change of pace. A bit of a combination between the Ice theme and the NeXT stuff. Features:
* No resize bar or maximize-button on non-resizable windows.
* Recolors based on GTK theme color (if it looks bad, switch to #0766ab ;)
* Titlebar and resize bar are both sized proportionally to your font size.
* Color changes and font size changes should occur without a restart.
* Maximize button's icon changes to an Un-maximize icon when you click it.
* Should be fairly speedy. (If not, blame the titlebar buttons.) Planned Features:
* Resize the titlebar buttons to fit the titlebar. (Yes, it's only sane, logical, mandatory, and generally required for any usable theme - but... it's difficult.) I want to know how to get rid of the resize handles when the window maximizes. If you know how to do this, please email me! (I think it may require sawfish changes.) Feel free to email me with comments/questions/etc...or better, jabber: kenny at jabber.whitecape dot org.
- The derivative of a function is a second function showing the rate of change of the dependent variable compared to the independent variable. It can be thought of as a graph of the slope of the function from which it is derived. The process of finding a derivative is called differentiation. The derivative of y with respect to x (denoted as y') is equal to The inverse of differentiation is integration.
- A derivative is
- A derivative of a function is a second function showing the rate of change of the dependent variable compared to the independent variable. It can be thought of as a graph of the slope of the function from which it is derived. The process of finding a derivative is called differentiation.
- In finance, a Derivative is a financial instrument derived from some other asset; rather than trade or exchange the asset itself, market participants enter into an agreement to exchange money, assets or some other value at some future date based on the underlying asset. A simple example is a futures contract: an agreement to exchange the underlying asset (or equivalent cash flows) at a future date. The exact terms of the derivative (the payments between the counterparties) depend on, but may or may not exactly correspond to, the behaviour or performance of the underlying asset. Typically futures can be purchased for [wheat], corn, soybeans, and more recently ethanol. Though related to the price of corn, ethanol can also be made with other grains. Futures on livestock have been traded since the times of the ancient greeks.
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