Question

On a separate sheet of paper, create a solubility graph using 5 of the substances above. Use Solute Amount (mol) as the x-axis and Solution Concentration (M) as the y-axis. Each substance must be placed on the SAME GRAPH. Color code (using Red, Green, Blue, Gray, and Orange) the plots and use a best-fit curve of the same color to show the solubility trends. Do NOT simply connect the dots!!! Be sure graph is large, neat, and easy to read. Label axes and include a legend to explain color codes.​

Answer 1

Another way to write x = tan(y). Given a point P(x, y) on the terminal side of an angle θ in standard position, distance d from the origin, its cosecant is csc(θ) = = . Given a point P(x, y) on the terminal side of an angle θ in standard position distance d from the origin, its cosine is cos(θ) = .

Answer 2

Step-by-step explanation:

I can provide you with some guidance on how to create a solubility graph.

To create a solubility graph, you need to plot the solubility of a solute (in moles) on the x-axis and the concentration of the resulting solution (in M) on the y-axis. The graph should include a separate plot for each solute, with each plot labeled with the corresponding color code (e.g. red for substance A, green for substance B, etc.) and a legend explaining the color codes.

To generate the data for each plot, you will need to consult solubility tables or experimental data for each substance. You can then plot the solubility data points for each substance on the graph, making sure to use the appropriate color for each plot. Finally, you can draw a best-fit curve of the same color as the plot to show the solubility trend for each substance.

Make sure to label the x-axis as "Solute Amount (mol)" and the y-axis as "Solution Concentration (M)", and to include a title for the graph. Additionally, be sure to make the graph large, neat, and easy to read.