Question

Question

In her science project, Martina is observing how fast kitchen condiments can be dissolved in water. She put 8.5 ounces of water into each of 5 containers. Complete the equation that models the total amount of water, w
𝑤
, Martina used.(1 point)
w/
𝑤
/
=
=

Answer 1

To model the total amount of water \( w \) that Martina used in her experiment, you need to multiply the amount of water in each container by the number of containers. Since she used 8.5 ounces of water in each of the 5 containers, the equation can be expressed as follows:

\[ w = 8.5 , \text{ounces per container} \times 5 , \text{containers} \]

To complete your equation, it would look like this:

\[ w = 8.5 , \text{ounces} \times 5 \]

So, to fill in your equation:

\[ w / = 8.5 * 5 \]

Thus, the total amount of water \( w = 42.5 \) ounces.

Answer 2

wrong

Answer 3

I apologize for misunderstanding your request. Let's set up the equation correctly based on your prompt.

If Martina is using 8.5 ounces of water in each of 5 containers, the equation to find the total amount of water (\( w \)) can be expressed as:

\[ w = 8.5 \times 5 \]

If you are looking to express this in a format such as \( w / = \) or something similar, we can format it this way:

\[ w / 5 = 8.5 \]

Or rearranging it to fit a template:

\[ w = 5 \cdot 8.5 \]

Please let me know if there's a specific format or further clarifications you need!