three into each of the first three bags then put those three bags into the fourth bag.
Nora has 54 oranges and wants to distribute them equally among 9 bags. To find out how many oranges should be in each bag, we divide the total number of oranges by the number of bags: 54 ÷ 9 = 6. Therefore, Nora needs 9 bags if she wants to put an equal number of oranges in each bag.
Put one in each bag. Then eat the rest.
Bake another batch
4
9 bags make 4 heavyer
Oh, dude, that's easy! Just put 1 apple in the first bag, 3 in the second, 1 in the third, and 4 in the fourth. Voilà, each bag now has an odd number of apples. It's like apple math, but with a twist!
There is no answer for this question, because if all four of the bags have odd values then the total must be even. Any time you add an even number of odd numbers, your answer will be even. For example, 1 + 3 = 4 (even) 3 + 5 + 7 + 9 = 24 (even)
To determine the least number of bags needed to hold 51 pounds of sugar, we can use a method called linear Diophantine equations. We need to find integers x and y that satisfy the equation 4x + 5y = 51, where x represents the number of 4-pound bags and y represents the number of 5-pound bags. By solving this equation, we find that the least number of bags required is 9, with 3 bags weighing 4 pounds each and 6 bags weighing 5 pounds each.
if you had -9 cookies, that is debt in real life.
Well, honey, it's simple. You put 3 apples in each of the first three bags, leaving the last bag empty. Then, you put the remaining 3 apples in the last bag. Voila! Odd numbers of apples in each bag, just like you asked.
If all 9 cookies are identical, then how can only one of them have a gold ring inside?
27 boxes X 9 cookies per box = 243 cookies in a case.