As accurately as possible draw a curve in the real space R2

Thread starter starterYEAR
Start date May 27, 2015
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Curve Quadratic formula Space

In summary, a curve in R2 is a graphical representation of a function or equation in two-dimensional space. To accurately draw a curve in R2, one needs the correct equation and a set of coordinates, and can use computer programs like Microsoft Excel or MATLAB. Accurately drawing a curve in R2 is important for visualizing relationships and making predictions. Guidelines for drawing a curve include understanding the function, using a suitable scale, plotting enough points, and accurately representing the data.

May 27, 2015

starterYEAR

-3x² - 8x*y + 3y² = 1 .

Specifie also the axis of the given curve.

Last edited by a moderator: May 27, 2015

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May 27, 2015

Svein

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starterYEAR said:

3x2 - 8x*y + 3y2 = 1 .

After factorization: 3⋅(y-3x)⋅(y+x/3).

May 27, 2015

Mark44

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Misplaced homework question, so I am locking the thread.

Related to As accurately as possible draw a curve in the real space R2

1. What is a curve in R2?

A curve in R2 refers to a graphical representation of a function or equation in two-dimensional space. It is a line that connects a series of points, where each point represents a specific value of the function.

2. How do I accurately draw a curve in R2?

To accurately draw a curve in R2, you will need to have the correct equation or function and a set of coordinates. Plot each coordinate on a graph and then connect the points with a line to create the curve. The more points you have, the more accurate your curve will be.

3. Can I use a computer program to draw a curve in R2?

Yes, you can use a computer program, such as Microsoft Excel or MATLAB, to draw a curve in R2. These programs have built-in tools for plotting and graphing functions, making it easier to create accurate curves.

4. What is the importance of accurately drawing a curve in R2?

Accurately drawing a curve in R2 is important because it allows you to visualize the behavior and relationships of various functions and equations. It can also aid in understanding complex concepts and making predictions based on the curve's shape and direction.

5. Are there any guidelines for drawing a curve in R2?

Yes, there are some general guidelines for drawing a curve in R2. These include having a clear understanding of the function or equation, using a suitable scale for the axes, plotting enough points to create a smooth curve, and labeling the axes and the curve itself. It is also essential to accurately represent the data and avoid any misleading visualizations.