Science project Maria is deserving how fast kitchen condiments can be resolved in water she put 8.5 oz of water in each of five condiments complete the equation of models the total amount of water W Maria used
Let's assume that each condiment completely dissolves in the water, with no remaining particles or residue. We can represent the total amount of water used by Maria as a sum of the amounts of water she put for each condiment:
W = 8.5 + 8.5 + 8.5 + 8.5 + 8.5
Simplifying the equation, we get:
W = 5 * 8.5
W = 42.5
So, the equation that models the total amount of water W Maria used is W = 42.5 (in fluid ounces).
To model the total amount of water Maria used, we can use the equation:
W = 8.5 x 5
W represents the total amount of water used, and 8.5 represents the number of ounces of water Maria put in each condiment. We multiply 8.5 by 5 because she used 8.5 oz of water in each of the five condiments.
To model the total amount of water, denoted as W, that Maria used for the science project, we can use the equation:
W = 8.5 × 5
This equation calculates the product of 8.5 (the amount of water Maria put for each condiment) and 5 (the number of condiments she used). Multiplying these values together will give us the total amount of water used by Maria.
By substituting the values into the equation, we have:
W = 42.5 ounces
Therefore, Maria used a total of 42.5 ounces of water for the science project.