If an amount of money A results in investing a sum P at a simple interest rate of 7% for 10 years, then A = 1.7P. Graph this equation for ordered pairs (P,A).

To graph the equation A = 1.7P for ordered pairs (P, A), we can follow these steps:

Step 1: Choose a range for the variable P. Let's say we want to consider values of P from 0 to 100.

Step 2: Calculate the corresponding values of A using the equation A = 1.7P. For each value of P, multiply it by 1.7 to find the corresponding A. For example, if P = 10, then A = 1.7 * 10 = 17.

Step 3: Create a table with two columns, one for P and one for A. List the values of P from 0 to 100 in the first column and compute the corresponding values of A in the second column.

Here's an example table:

P | A
--------------
0 | 0
10 | 17
20 | 34
30 | 51
40 | 68
50 | 85
60 | 102
70 | 119
80 | 136
90 | 153
100 | 170

Step 4: Plot the ordered pairs (P,A) from the table on a rectangular coordinate system, using P as the x-axis and A as the y-axis. Each ordered pair will represent a point on the graph.

Step 5: Connect the points with a smooth curve. Since the equation A = 1.7P represents a linear relationship (simple interest), the graph will be a straight line passing through the origin (0,0) and the other plotted points.

The graph of the equation A = 1.7P should look like a straight diagonal line with a positive slope.