There are g 2 pounds of walnuts in a container, which wilbe divided equaly into containers that hold 1g pounds. This would fill
and
4
18
containers. (3 points)
To find out how many containers can be filled, we need to divide the total weight of walnuts by the weight each container can hold.
First, let's determine how many grams are in 2 pounds of walnuts. Since there are 16 ounces in a pound and 453.592 grams in an ounce, we can convert the weight from pounds to grams:
2 pounds = 2 * 16 ounces = 32 ounces
32 ounces * 453.592 grams/ounce = 14,515.072 grams
Now let's divide the total weight of walnuts (14,515.072 grams) by the weight each container can hold (1g pounds):
14,515.072 grams / 1g = 14,515.072 containers.
So, the total number of containers that can be filled with 2 pounds (g) of walnuts is 14,515.072 containers.
To solve this problem, you need to divide the total weight of walnuts by the weight of each container.
Given:
- Total weight of walnuts: g 2 pounds
- Weight of each container: 1g pounds
To find the number of containers that can be filled, divide the total weight of walnuts by the weight of each container:
Number of containers = Total weight of walnuts / Weight of each container
In this case, the formula becomes:
Number of containers = g 2 pounds / 1g pounds
To divide pounds by grams, you need to convert the units to the same type. Since 1 pound is equal to 453.592 grams, you will convert pounds to grams:
Number of containers = (g 2 pounds * 453.592 grams/pound) / 1g pounds
Simplifying the expression:
Number of containers = (g 2 * 453.592) / 1
Now, you can calculate the number of containers by substituting the value of g:
Number of containers = (g 2 * 453.592) / 1
Please note that I could not calculate the final value without knowing the actual value of g. Once you provide the specific value of g, I can help calculate the number of containers.