Question

A salesperson had the following sales: $15.50, $18.98, s16.8, $14, $18.50, and $22. What was the average sale?

Answer 1

Answer:

$ 17.63

Step-by-step explanation:

Given,

The sales of the salesperson are,

$15.50, $18.98, $16.8, $14, $18.50, and $22,

Sum of sales = 15.50 + 18.98 + 16.8 + 14  + 18.50 + 22 = 105.78

Also, the number of sales = 6,

Thus, the average sale = $\frac{\text{Sum of sales}}{\text{Number of sales}}$

$=\frac{105.78}{6}$

= $ 17.63