If there were just 7 green and 4 blue involved you would need to pick out at least 8, since this would cover picking out all the greens plus 1 blue. Any choice of less than 8 might produce only greens.
Now in the case where we have 7 green, 4 blue and 5 red marbles we would need to choose 7 + 5 + 1 = 13, since any number less than 13 could be covered by selecting (by chance) all the 7 greens and all the 5 reds with no blue at all.
In this case the answer is found by totalling all numbers other than the smallest, and then adding 1.
i think it's 6x7=42 any1 else think that's right ;)
select a marble from the jar, return it , and record times
Depends on the color of the marbles, or more specifically, it depends upon how many of the marbles are blue. If 0 marbles are blue, then the chance is 0. If 1 marble is blue, then the chance is 1/4. If 2 marbles are blue, then the chance is 1/2. If 3 marbles are blue, then the chance is 3/4. If 4 marbles are blue, then the chance is 1. These probabilities assume that you draw only once. The other possibilities are that you draw twice, or three times, or four times. If drawing multiple times, it can be done by putting back each marble after it was drawn, or by keeping it out after it has been drawn.
48 times.
They had altogether at first 176 marbles (Mar has 44 and Jay has 132).
48 marbles
If you had a bag of marbles, and there were two colours - red and green - and the ratio of the coloured marbles is two times the amount of green marbles to red marbles, you would have a ratio of 2:1
i think it's 6x7=42 any1 else think that's right ;)
most times you can smell it but the color helps if it is green it can make you real sick
Depends how many marbles are in the bag
select a marble from the jar, return it , and record times
at least 39 blue marbles
Depends on the color of the marbles, or more specifically, it depends upon how many of the marbles are blue. If 0 marbles are blue, then the chance is 0. If 1 marble is blue, then the chance is 1/4. If 2 marbles are blue, then the chance is 1/2. If 3 marbles are blue, then the chance is 3/4. If 4 marbles are blue, then the chance is 1. These probabilities assume that you draw only once. The other possibilities are that you draw twice, or three times, or four times. If drawing multiple times, it can be done by putting back each marble after it was drawn, or by keeping it out after it has been drawn.
the color is green as times it becomes yellow
He has stated several times in videos that his favorite color is lime green.
Set up the problem as: y=number of yellow marbles & 4y=number of blue marbles. 40=y+4y or 40=5y or y=8. Therefore number of blue marbles is 4*8 = 32.
The marbles are now in a ratio of 4:1 between them. Ben has 72 marbles Bill has 18 marbles