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Desmos how to connect points


Desmos how to connect points,To connect points on a graph using Desmos, you can follow these steps:

Desmos how to connect points:

  1. Open the Desmos Graphing Calculator in your web browser or mobile app.
  2. Click on the “+” button to create a new expression or function.
  3. Define your points by entering their coordinates as ordered pairs. For example, if you have two points A(1, 2) and B(3, 4), you would enter them as (1, 2) and (3, 4) in separate expressions or functions.
  4. After entering the points, select the expressions or functions representing the points.
  5. Right-click on the selected expressions or functions and choose “Add List of Points” from the context menu. This will create a list of points using the selected expressions.
  6. Once the list of points is created, you can click on any of the points and drag them to see how the line connecting the points changes.
  7. To display the line connecting the points, you can create a new expression or function that uses the list of points. For example, you can use the “linReg” function to find the line of best fit through the points or use the “polyFit” function to fit a polynomial curve through the points.
  8. Customize the appearance of the line by adjusting its color, thickness, or style using the options available in Desmos.

By following these steps, you can easily connect points on a graph using Desmos and explore various mathematical concepts and relationships.

How do you connect tables on Desmos?

To connect tables in Desmos, you can follow these steps:

  1. Open the Desmos Graphing Calculator in your web browser or mobile app.
  2. Click on the “+” button to create a new expression or function.
  3. In the expression input bar, enter the values of your x-coordinates in a list format. For example, if your x-values are 1, 2, 3, and 4, you would enter [1, 2, 3, 4].
  4. Press the Enter key to create the x-values list.
  5. Click on the “+” button again to create another expression or function.
  6. In the new expression input bar, enter the values of your y-coordinates in a list format. Make sure the number of y-values matches the number of x-values. For example, if your y-values are 5, 7, 9, and 11, you would enter [5, 7, 9, 11].
  7. Press the Enter key to create the y-values list.
  8. Once you have created both the x-values and y-values lists, select the two expressions representing the lists.
  9. Right-click on the selected expressions and choose “Table” from the context menu. This will create a table using the selected expressions.
  10. You can now see your x-values and y-values displayed in a table format.
  11. To connect the points in the table, you can click on the wrench icon at the top right corner of the table and choose “Connect Points” from the options. This will draw a line connecting the points in the table.
  12. Customize the appearance of the line by adjusting its color, thickness, or style using the options available in Desmos.

By following these steps, you can connect tables in Desmos and visualize the relationship between the x-values and y-values using a line or curve.

How do you connect two points to an equation?

To connect two points to an equation in Desmos, you can follow these steps:

  1. Open the Desmos Graphing Calculator in your web browser or mobile app.
  2. Click on the “+” button to create a new expression or function.
  3. Define your two points by entering their coordinates as ordered pairs. For example, if you have point A(1, 2) and point B(3, 4), you would enter them as (1, 2) and (3, 4) in separate expressions or functions.
  4. After entering the points, select the expressions or functions representing the points.
  5. Right-click on the selected expressions or functions and choose “Add List of Points” from the context menu. This will create a list of points using the selected expressions.
  6. Once the list of points is created, you can click on any of the points and drag them to see how the line connecting the points changes.
  7. Now, you need to find the equation of the line that passes through these two points. To do this, you can create a new expression or function that represents the line.
  8. Click on the “+” button to create a new expression or function.
  9. In the expression input bar, you can use the slope-intercept form (y = mx + b) or point-slope form (y – y1 = m(x – x1)) to define the equation of the line.
    • If you want to use the slope-intercept form, you can calculate the slope (m) using the formula: m = (y2 – y1) / (x2 – x1), where (x1, y1) and (x2, y2) are the coordinates of the two points. Once you have the slope, you can choose one of the points and substitute its coordinates into the equation to solve for the y-intercept (b).
    • If you want to use the point-slope form, you can choose one of the points as (x1, y1) and substitute its coordinates into the equation. Then, calculate the slope (m) using the formula: m = (y2 – y1) / (x2 – x1).
  10. Enter the equation of the line in the expression input bar and press the Enter key.
  11. The line defined by the equation will be plotted on the graph, passing through the two points.
  12. Customize the appearance of the line by adjusting its color, thickness, or style using the options available in Desmos.

By following these steps, you can connect two points to an equation and visualize the line that passes through those points in Desmos.

How do I connect two tables together?

To connect two tables together in Desmos, you can follow these steps:

  1. Open the Desmos Graphing Calculator in your web browser or mobile app.
  2. Click on the “+” button to create a new expression or function.
  3. In the expression input bar, create a new list of x-values for the first table. Enter the x-coordinates of the first table’s data in a list format. For example, if your first table’s x-values are [1, 2, 3], enter those values.
  4. Press the Enter key to create the x-values list for the first table.
  5. Click on the “+” button again to create another expression or function.
  6. In the new expression input bar, create a new list of y-values for the first table. Enter the y-coordinates of the first table’s data in a list format, corresponding to the x-values you entered in step 3. For example, if your first table’s y-values are [2, 4, 6], enter those values.
  7. Press the Enter key to create the y-values list for the first table.
  8. Repeat steps 2-7 to create a second table with its own x-values and y-values.
  9. Once you have created both tables, select the expressions or functions representing the x-values and y-values of both tables.
  10. Right-click on the selected expressions and choose “Table” from the context menu. This will create a table using the selected expressions, combining the data from both tables.
  11. You can now see both sets of x-values and y-values displayed in a single table.
  12. To connect the data points from both tables, you can create a new expression or function that uses the combined data.
  13. Click on the “+” button to create a new expression or function.
  14. In the expression input bar, you can use the combined data from the table to define a function or equation that connects the points. For example, you can use regression functions like “linReg” or “polyFit” to find a line or curve that fits the combined data.
  15. Enter the function or equation in the expression input bar and press the Enter key.
  16. The line or curve defined by the function will be plotted on the graph, connecting the data points from both tables.
  17. Customize the appearance of the line or curve by adjusting its color, thickness, or style using the options available in Desmos.

By following these steps, you can connect two tables together in Desmos and visualize the relationship between the data points from both tables.

How do you find the coordinates of a point?


To find the coordinates of a point on a graph using Desmos, you can follow these steps:

  1. Open the Desmos Graphing Calculator in your web browser or mobile app.
  2. Create the graph or enter the equation(s) that represent(s) the graph you are working with.
  3. Locate the point on the graph for which you want to find the coordinates.
  4. Move your cursor or finger to the desired point on the graph.
  5. As you move the cursor or finger, you will notice a small crosshair or dot following your movement on the graph.
  6. Pay attention to the numbers displayed on the x-axis and y-axis near the cursor or dot. These numbers represent the coordinates of the point on the graph.
    • The number displayed along the x-axis corresponds to the x-coordinate of the point.
    • The number displayed along the y-axis corresponds to the y-coordinate of the point.
  7. Read the x-coordinate and y-coordinate values from the x-axis and y-axis, respectively, near the cursor or dot to determine the coordinates of the point.
  8. You can write down or use these coordinates for further calculations or analysis.

By following these steps, you can find the coordinates of a point on a graph using Desmos by observing the values displayed on the x-axis and y-axis near the cursor or dot as you move it across the graph.

What is the XY coordinate of a graph?

The XY coordinate of a graph refers to a pair of numbers that represent the position of a point on the graph. The X-coordinate represents the horizontal position of the point along the x-axis, and the Y-coordinate represents the vertical position of the point along the y-axis.

In a Cartesian coordinate system, the x-axis and y-axis intersect at a point called the origin, typically denoted as (0, 0). The X-coordinate of a point represents its horizontal distance from the origin, with positive values to the right of the origin and negative values to the left. The Y-coordinate represents the vertical distance from the origin, with positive values above the origin and negative values below.

For example, in the coordinate (3, 2), the X-coordinate is 3, indicating that the point is three units to the right of the origin, and the Y-coordinate is 2, indicating that the point is two units above the origin. The XY coordinates allow us to precisely locate and describe points on a graph or in a coordinate system.

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