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Q: How many ways can you arrange 6 counters in equal rows and how do you know?
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If fifteen counters are a whole set how many counters is three fifths of a set?

9


What is the answer to this 25 counters are shared equally by 10 people?

25 counters are shared equally by 10 ppl, how many counters per person


How many counters are needed to make a square array with 5 counters on one side?

If you're making an outline of a square, then 16 counters. You have the 4 corner counters, each shared by 2 sides and then in between the corner counters there are 3 counters on each of the 4 sides (4*3 = 12). If you're filling the inside of the square with counters, then you have 5 rows of 5 = 25 counters.


How many blue counters must be added so that the ratio of yellow counters to total counters is 1 to 6?

Let the number of Yellow counters you already have is Y Let the number of non-yellow counters you already have is Z Then the current ratio of Yellow counters to the total counters is Y : Y + Z Let the number of Blue counters you add be B After they have been added, the ratio of Yellow counters to the total counters is Y : Y + Z + B This is 1 : 6 Thus Y = 1 and Y + Z + B = 6 → Z + B = 5 Which means that for the Yellow counters you have you will have five times as many counters made up of whatever non-Yellow counters you originally had plus the Blue counters you added. Thus to find out how many Blue counters to add, take the number of Yellow counters, multiply it by 5 and subtract the number of non yellow counters you originally had. examples: You had 6 Yellow counters Add 6 × 5 - 0 = 30 Blue counters Which gives you 6 Yellow and 30 Blue counters → ratio Yellow : total counters = 6 : 30 + 6 = 6 : 36 = 1 : 6 You had 4 Yellow counters and 6 Red counters Add 4 × 5 - 6 = 14 Blue counters Which gives you 4 Yellow counters, 6 Red counters and 14 Blue counters → ratio Yellow : total counters = 4 : 6 + 14 + 4 = 4 : 24 = 1 : 6 You had 4 Yellow Counters, 2 Blue counters and 3 Red counters Add 4 × 5 - (2 + 3) = 15 Blue counters Which gives you 4 Yellow counters, 3 Red counters and 2 + 15 = 17 Blue counters → ratio Yellow : total counters = 4 : 3 + 17 + 4 = 4 : 24 = 1 : 6


Jake has a even number of counters Carlos has an odd number of counters How many more counters do they need to divide the combined total into an even number of groups?

1

Related questions

How many ways can you arrange 6 counters in equal rows?

Four ways:1 row with 6 in each row.2 rows with 3 in each row.3 rows with 2 in each row.6 rows with 1 in each row.


If you decide to arrange 8 pictures hanging on the wall you want them in equal rows and columns How many ways can you arrange them?

8


How many ways can you arrange 6 model cars in equal rows?

4


A number of counters are arranged in rows so that there are 5 counters in each row and 22 counters around the outside how many counters are there altogether?

25


How many ways can you arrange 5 squares?

There are 12 ways to arrange 5 squares however i want to know what are the ways to do that! Can anybody help me too!!


If fifteen counters are a whole set how many counters is three fifths of a set?

9


What is the answer to this 25 counters are shared equally by 10 people?

25 counters are shared equally by 10 ppl, how many counters per person


How many counters are needed to make a square array with 5 counters on one side?

If you're making an outline of a square, then 16 counters. You have the 4 corner counters, each shared by 2 sides and then in between the corner counters there are 3 counters on each of the 4 sides (4*3 = 12). If you're filling the inside of the square with counters, then you have 5 rows of 5 = 25 counters.


How many blue counters must be added so that the ratio of yellow counters to total counters is 1 to 6?

Let the number of Yellow counters you already have is Y Let the number of non-yellow counters you already have is Z Then the current ratio of Yellow counters to the total counters is Y : Y + Z Let the number of Blue counters you add be B After they have been added, the ratio of Yellow counters to the total counters is Y : Y + Z + B This is 1 : 6 Thus Y = 1 and Y + Z + B = 6 → Z + B = 5 Which means that for the Yellow counters you have you will have five times as many counters made up of whatever non-Yellow counters you originally had plus the Blue counters you added. Thus to find out how many Blue counters to add, take the number of Yellow counters, multiply it by 5 and subtract the number of non yellow counters you originally had. examples: You had 6 Yellow counters Add 6 × 5 - 0 = 30 Blue counters Which gives you 6 Yellow and 30 Blue counters → ratio Yellow : total counters = 6 : 30 + 6 = 6 : 36 = 1 : 6 You had 4 Yellow counters and 6 Red counters Add 4 × 5 - 6 = 14 Blue counters Which gives you 4 Yellow counters, 6 Red counters and 14 Blue counters → ratio Yellow : total counters = 4 : 6 + 14 + 4 = 4 : 24 = 1 : 6 You had 4 Yellow Counters, 2 Blue counters and 3 Red counters Add 4 × 5 - (2 + 3) = 15 Blue counters Which gives you 4 Yellow counters, 3 Red counters and 2 + 15 = 17 Blue counters → ratio Yellow : total counters = 4 : 3 + 17 + 4 = 4 : 24 = 1 : 6


If 6 counters are two-thirds of a set how many counters are in one and two thirds sets?

3


How many different wayscould you arrange 18 chairs if you put them into equal rows?

18


Jake has a even number of counters Carlos has an odd number of counters How many more counters do they need to divide the combined total into an even number of groups?

1