It depends on the size of the marbles and on the size of the paper bag, neither of which was given in the question. Please restate the question.
9
My kids found out that 40,000 leaves fit in one of the tall paper bags. They did this by first making three piles of 100 leaves which they counted, then making 10 piles of 100 leaves to make 1000. Then they made 9 more piles of that size to see how much 10,000 was. Then they made 3-4 of those piles and started filling a bag. They got 4 of the piles in so that's how we get 40,000. Discounting systematic errors, I would expect the standard deviation to be about 20% based on propagating the standard deviation of the initial three piles of 100. I would say the worst case is 100% error or a factor of 2.
840
Roughly around 1600
It depends on the size of the marbles and on the size of the paper bag, neither of which was given in the question. Please restate the question.
The number of marbles that can fit into a plastic bag depends on the size of the bag and the size of the marbles. Generally, you could fit hundreds to thousands of small marbles into a standard-sized plastic bag.
You can put as many books as can fit into the school bag's dimensions and weight capacity. It will depend on the size and weight of the books relative to the bag's size and weight limit.
That depends on the size of the marbles, as well as the size and shape of the jar.
186
Quite a few
It depends on the size of the marble.
48 times.
5 goes into 50 ten times. Logically speaking, only once. After the first subtraction, 50 now has a value of 45. Therefore you cannot subtract from 50 a second time. It's similar to how many marbles can you fit into an empty bag. Just one. How far can a dog walk into the woods. Halfway. After that, he's walking out.
To determine how many 1-inch marbles can fit in a square foot, we first need to convert the square footage to square inches. Since there are 144 square inches in a square foot (12 inches x 12 inches), we can fit 144 marbles with a diameter of 1 inch in a square foot. This calculation assumes the marbles are arranged in a perfect grid without any gaps between them.
1
no