stamjps are sold in bookiets of 100,50, and 10.find as many different ways to buy 200 stamps as you can. record your work in the chart.
I don't understan what to do here.
help
It is just asking you to find combinations of the different number of stamp packages that add up to 200 stamps total
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Sure, I can help explain how to approach this problem.
The problem asks you to find different ways to buy 200 stamps using booklets of 100, 50, and 10 stamps. To do this, you can use a step-by-step approach:
1. Start with the largest booklet: 100 stamps.
- Divide 200 by 100 to see how many times 100 can be used.
- In this case, 200 divided by 100 equals 2. So, you can use the 100-stamp booklet twice.
2. Move on to the next largest booklet: 50 stamps.
- Now that you have used 2 sets of 100-stamp booklets, you have 200 - (2 * 100) = 0 stamps left.
- Dividing 0 by 50, you can see that the 50-stamp booklet cannot be used.
3. Proceed to the smallest booklet: 10 stamps.
- As there are no stamps left, you cannot use the 10-stamp booklet either.
By following this approach, you have found one possible way to buy 200 stamps, which is using two 100-stamp booklets. You can record this in the chart provided.
Now, let's try one more example to show a different way.
1. Using the largest booklet: 100 stamps.
- Dividing 200 by 100, you can use the 100-stamp booklet twice.
2. Using the second largest booklet: 50 stamps.
- After using two 100-stamp booklets, you have 200 - (2 * 100) = 0 stamps left.
- The 50-stamp booklet cannot be used.
3. Using the smallest booklet: 10 stamps.
- Dividing 0 by 10, you can still use 0 sets of the 10-stamp booklet.
In this case, you found another possible way to buy 200 stamps, which is using two 100-stamp booklets. This can be recorded in the chart as well.
By following this step-by-step approach and considering the restrictions provided (booklets of 100, 50, and 10 stamps), you can find all the different ways to buy 200 stamps.