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SleSSi
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how do u find the gradient of y-3x=2
mathwonk said:i am puzzled. you have not said what the function is, so i do not know what the rgadient is.
if the function is f(x,y) = y-3x = -3x+y, then the gradient is the same everywhere, namely (-3,1).
same if the function is f(x,y) = -3x+y-2 as has been assumed above, but this is not clear from your question. an equation is not a function, unless meant sas the graph of the function, in which case you would be giving the function y = 2-3x whose "gradient is -3.
whozum said:The gradient vector isn't perpendicular to the slope?
A gradient is a visual effect that smoothly transitions between two or more colors, often creating a sense of depth and dimensionality.
A gradient is created by blending two or more colors together, usually in a gradual or seamless manner. This can be done digitally using design software or physically through painting or other artistic techniques.
Gradients are often used to add visual interest and depth to designs, as well as to create a sense of movement or direction. They can also be used to convey emotions, such as warmth or coolness, depending on the colors used.
There are several types of gradients, including linear, radial, angular, and diamond. Each type creates a different visual effect and is used for different purposes in design.
Gradients can be incorporated into designs in various ways, such as background colors, overlays, or as part of a specific element or object. Experimenting with different types of gradients and color combinations can help achieve the desired effect in a design.