To find out how much more Anand charges than Moussa, we need to compare their rates for the same distance traveled.
Let's take a look at the table:
| Distance (x) | Cost (y) |
|--------------|----------|
| 10 | 25 |
| 20 | 48 |
| 30 | 71 |
| 40 | 94 |
Moussa charges a $3 pickup fee and $2.20 per mile. So for each distance traveled (x), the cost (y) would be:
y = 3 + (2.20 * x)
Let's calculate Moussa's cost for each distance:
For x = 10:
y = 3 + (2.20 * 10) = 3 + 22 = 25
For x = 20:
y = 3 + (2.20 * 20) = 3 + 44 = 47
For x = 30:
y = 3 + (2.20 * 30) = 3 + 66 = 69
For x = 40:
y = 3 + (2.20 * 40) = 3 + 88 = 91
Now let's calculate the difference between Anand's cost and Moussa's cost:
For x = 10:
Anand's cost - Moussa's cost = 25 - 25 = 0
For x = 20:
Anand's cost - Moussa's cost = 48 - 47 = 1
For x = 30:
Anand's cost - Moussa's cost = 71 - 69 = 2
For x = 40:
Anand's cost - Moussa's cost = 94 - 91 = 3
So, Anand charges $0, $1, $2, and $3 more than Moussa for distances of 10, 20, 30, and 40 miles, respectively.
Moussa and Anand own competing taxicab companies. Both cab companies charge a one-time pickup fee for every ride, as well as a charge for each mile traveled. Moussa charges a $3 pickup fee and $2.20 per mile. The table below represents what Anand's company charges. Anand's Taxicab Company x 10, 20, 30, 40 y 25, 48, 71, 94. how much more does Anand charge than moussa
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