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 of marbles can be shared equally among 6 7 or 8 students.
A box contains 6 red 8 green 10 blue 12 yellow and 15.
And then you say well how many of those marbles meet my constraint that satisfy this event here.
How many posts does tom need and what are the dimensions of the fence.
However i can equally divide them among 13 children.
Answer 20 14y by 16y 4.
There is a bag of marbles on a table.
What is the least number of marbles that.
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.
Well there s 8 possibilities 8 possibilities for my trial.
A bag of marbles can be shared equally among 3 4 5 students with none left over.
B how many marbles could be remaining if shared among 20 people.
N 6 integer i1 remainder 4 r 4 2.
If in the bag have 24 marbles student groups can have 6 8 10 respectively.
Bag of n number of marbles 1.
A bag of marbles can be shared equally among 3 5 or 6 students with none left over.
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.
When the marbles are shared among 3 people there are 2 marbles remaining.
Pupils so that group a had twice the number of marbles group b had.
The marbles can be divided into equal shares among 6 7 or 8 children with 1 marble left over each time.
How many marbles do i have.
When shared among 5 people there are 2 marbles remaining.
Posts along the width and 8 posts along the length.
N 7 integer i2 rem 4 r 3.
Each pupil in group b had 4 marbles more than each pupil in group c.
When shared among 4 people there are 1 marbles remaining.
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.
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.
A set of marbles can be divided in equal shares among 2 3 4 5 or 6 children with no marbles left over.
What is the least number of marbles that the box algebra distributive associative commutative properties solution.