Question

What is the total weight of five tins of soup and two packets of soup?

Answer 1

The total weight of five tins of soup and two packets of soup can be determined by adding their individual weights together.

Step-by-step explanation:

To find the total weight, add the weight of each tin of soup (assuming they have the same weight) and the weight of each packet of soup. For instance, if each tin of soup weighs 400 grams and each packet weighs 200 grams, the calculation would be (5 tins * 400 grams) + (2 packets * 200 grams) = 2000 grams + 400 grams = 2400 grams in total. This is calculated by multiplying the quantity of each item by its respective weight and then summing these individual totals to find the combined weight of all the items.

This approach applies the basic principle of addition to find the sum of weights, regardless of the specific weights of the tins and packets provided in the question. By adding the quantities together based on the weight of each unit, the total weight of the items—five tins of soup and two packets of soup—can be accurately determined.

Answer 2

The total weight of five tins of soup and two packets of soup depends on the individual weight of each tin and packet. Without specific weight values, the total weight cannot be determined.

Step-by-step explanation:

To calculate the total weight, you would need to know the weight of each tin of soup and each packet of soup. The total weight is the sum of the weights of the five tins and two packets. Without this specific weight information, it is not possible to provide an accurate total weight.

If you have the weight values for each tin and packet, you can add them up using the following formula:

`\[ \text{Total Weight} = (5 * \text{Weight of one tin}) + (2 * \text{Weight of one packet}) \]`

Make sure to use the appropriate weight units (e.g., pounds, kilograms) for consistency.

In summary, the total weight cannot be determined without knowing the individual weight of each tin and packet of soup.