If each of three people was supposed to have the same amount of marbles, and there were nine total marbles, it is a division problem:
9/3=3 marbles each. You really need to offer more information.
56 marbles
56 marbles (TOTAL)
60 marbles.. each point of the six pointed star has 10
You could solve by repetitive subtraction, or division. 45/8 = 5, with remainder of 5.So 5 boys can each have 8 marbles, which is 40 marbles, and there will be 5 marbles remaining.
In Chinese checkers, each player starts with 10 marbles. The game can accommodate 2 to 6 players, and each player has their own color of marbles. The objective is to move all of one's marbles from their starting point to the opposite side of the star-shaped board.
56 marbles
70
700 bags if each bag contains 8 marbles is a total of 5600 marbles.
56 marbles (TOTAL)
60 marbles.. each point of the six pointed star has 10
Let's represent the number of marbles in each bag as x and the number of bags as 2x. Since each bag contains the same number of marbles, the total number of marbles can be expressed as x * 2x = 32. This simplifies to 2x^2 = 32. Solving for x, we find x = √(32/2) = √16 = 4. Therefore, there are 4 marbles in each bag.
You could solve by repetitive subtraction, or division. 45/8 = 5, with remainder of 5.So 5 boys can each have 8 marbles, which is 40 marbles, and there will be 5 marbles remaining.
700 x 8 = 5600
a bag contains 150 marbles some of the marbles are blue and the rest of the marbles are white in the bag there are 21 blue marbles for every 4 white marbles how many of each color marble blue and white are in the bag show or explain your thinking
The marbles are now in a ratio of 4:1 between them. Ben has 72 marbles Bill has 18 marbles
52 43 34 30 WOW WHAT A DUMB QUESTION! Equally dumb answer: There are 52 marbles in each bag. Each bag also contains 43, 34 and 30 marbles.
i think the answer is 9