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There are 51 equal groups of 1 each.
There are three possibilities:-- 7 equal groups, with 3 in each group-- 3 equal groups, with 7 in each group-- 21 equal groups, with 1 in each group
If, by "equal groups", you mean groups of equal things, you get how many in all [the total number] by simply addingthem all together. Sometimes adding is called summation.If, by "equal groups", you mean equal-sized groups of things, you get how many in all by multiplying the number of groups by the number of things in each member group.The number of things in a group is also called its cardinality. Loosely, cardinality is the size of the group, or the number of elements ["things"] in the group.
2
It should be 44
Dividing the coins into equal groups helps to simplify the problem by allowing for a clear visual representation of the total amount and making it easier to determine how many groups can be formed. This method facilitates calculations, such as finding the total number of coins or determining how many coins are needed to complete each group. Additionally, it helps identify patterns and relationships among the coins, which can lead to more efficient solutions. Overall, equal grouping reduces complexity and enhances understanding of the problem.
The number 24 can be divided into equal groups a total of 8 times, corresponding to its divisors: 1, 2, 3, 4, 6, 8, 12, and 24. Each of these divisors represents a way to group the total of 24 into equal parts. Therefore, you can create equal groups of these sizes from 24.
An operation that tells how many are in each group is division. Division breaks a total quantity into equal parts, indicating how many items are in each group when the total is split. For example, if you have 12 apples and divide them into 3 equal groups, each group would contain 4 apples.
When you combine equal groups to find out how many there are in total, you are performing multiplication. This process involves taking the number of groups and multiplying it by the number of items in each group to calculate the total. For example, if you have 4 groups of 3 apples each, you would multiply 4 by 3 to find that there are 12 apples in all. This method helps simplify counting and can be applied in various mathematical contexts.
To put 120 in equal groups, you can divide 120 by a chosen number of groups to determine how many items will be in each group. For example, if you want to create 10 equal groups, you would divide 120 by 10, resulting in 12 items per group. Similarly, you can choose other divisors, such as 5 or 15, to find different group sizes, ensuring each group contains the same number of items.
To divide 24 buttons into equal groups, you need to find the divisors of 24. The divisors of 24 are 1, 2, 3, 4, 6, 8, 12, and 24, which means there are 8 ways to divide the buttons into equal groups. Each divisor represents a different group size, with the total number of buttons in each group being the divisor itself.
two1.00/0.10 = 1010/5 = 2