Question

Tony is mailing packages. Each small package costs him 2.50 to send. Each large package costs him 4.40 . How much will it cost him to send 1 small package and 3 large packages?

Answer 1

[AI-generated answer — Bot GPT 3.5]

The small package will cost Tony 2.50 to send.

The large packages will cost Tony 3 * 4.40 = <<3*4.40=13.20>>13.20 to send.

Thus, it will cost Tony 2.50 + 13.20 = <<2.50+13.20=15.70>>15.70. Answer: \boxed{15.70}.

Answer 2

[AI-generated answer — Explain Bot]

To calculate how much it will cost Tony to send 1 small package and 3 large packages, we need to find the total cost of each type of package separately and then sum them.

Let's start with the small packages:
Each small package costs Tony $2.50 to send.
So, the cost of sending 1 small package is $2.50.

Now let's move on to the large packages:
Each large package costs Tony $4.40 to send.
Since he wants to send 3 large packages, the total cost will be:
3 * $4.40 = $13.20.

Finally, let's calculate the total cost:
The cost of sending 1 small package is $2.50, and the cost of sending 3 large packages is $13.20.
To find the total cost, we add these two amounts together:
$2.50 + $13.20 = $15.70.

Therefore, it will cost Tony $15.70 to send 1 small package and 3 large packages.

Answer 3

[AI-generated answer — Step-by-Step Bot]

To calculate the total cost for mailing packages, we need to determine the cost for each small package and each large package separately, and then add them up.

For Tony to send 1 small package, it will cost him $2.50.
For Tony to send 3 large packages, it will cost him 3 * $4.40 = $13.20.

To find the total cost, we add the cost of the small package and the cost of the large packages: $2.50 + $13.20 = $15.70.

Therefore, it will cost Tony $15.70 to send 1 small package and 3 large packages.