A Box Of Marbles Can Be Shared Equally Among 6 7 Or 8 Students

How many marbles do i have.

A box of marbles can be shared equally among 6 7 or 8 students.

What is the least number of marbles that the box algebra distributive associative commutative properties solution. A how many marbles would be remaining if shared among 2 people. A set of marbles can be divided in equal shares among 2 3 4 5 or 6 children with no marbles left over. How many posts does tom need and what are the dimensions of the fence.

There is a bag of marbles on a table. If in the bag have 24 marbles student groups can have 6 8 10 respectively. A bag of marbles can be shared equally among 3 5 or 6 students with none left over. Answer 20 14y by 16y 4.

When the marbles are shared among 3 people there are 2 marbles remaining. B how many marbles could be remaining if shared among 20 people. Well there s 8 possibilities 8 possibilities for my trial. The marbles can be divided into equal shares among 6 7 or 8 children with 1 marble left over each time.

When shared among 5 people there are 2 marbles remaining. N 6 integer i1 remainder 4 r 4 2. What is the least number of marbles that. However i can equally divide them among 13 children.

N 7 integer i2 rem 4 r 3. Each pupil in group b had 4 marbles more than each pupil in group c. When i try to divide some marbles equally among 6 7 or 8 children each time i am left with the same number of marbles. And then you say well how many of those marbles meet my constraint that satisfy this event here.

Posts along the width and 8 posts along the length. So the number of outcomes number of possible outcomes you could view it as the size of the sample space number of possible outcomes and it s as simple as saying look i have 8 marbles. A box contains 6 red 8 green 10 blue 12 yellow and 15. What s the least amount of marbles that can be in the bag.

There are 10 red marbles 8 blue marbles in a box and h yellow marbles are added and the probability of getting a blue marble from the box is 1 5. We can directly apply from the above formula where q 1 10 q 2 8 q 3 6 q 4 4 and n 4 therefore the minimum number of students required to ensure department club to be formed is 10 8 6 4 4 1 25. Bag of n number of marbles 1. If the pupils in group c received a total of 549 marbles how many marbles were shared out.

When shared among 4 people there are 1 marbles remaining. N 8 integer i3 rem 4 r solution find lowest interger divisable by 6 7 8 and then add 4 first find a number nx that divide.