Question

Suppose Jose buys 4 pounds of sausage that cost $8.79 per pound, a bottle of mustard that costs $1.38, and two loaves of Cuban bread that cost $3.99 each. How much did Jose spend in all?

Answer 1

Answer:

$44.52

Step-by-step explanation:

$8.79+$8.79+$8.79+$8.79=$35.16

$35.16+$1.38=$36.54

$36.54+$3.99+$3.99=$44.52

Or a simpler way to solve it would be

($8.79×4)+$1.38+($3.99×2)

Parentheses> Exponents >Multiplication> Division> Addition> Subtraction

Answer 2

Answer:  Jose spent a total of $44.52.

Step-by-step explanation:  Given that Jose buys 4 pounds of sausage that cost $8.79 per pound, a bottle of mustard that costs $1.38, and two loaves of Cuban bread that cost $3.99 each.

We are to find the total amount of money that Jose spent.

The amount of money spent on sausage is given by

$A_s=4\times8.79=\ 35.16,$

the amount of money spent on the bottle of mustard is

$A_m=1\times1.38=\ 1.38$

and the amount of money that spent on the  loaves of Cuban bread is

$A_c=2\times3.99=\ 7.98.$

Therefore, the total amount of money spent by Jose is given by

$A=A_s+A_m+A_c=35.16+1.38+7.98=\ 44.52.$

Thus, Jose spent a total of $44.52.