There are 18 Green balls and 12 Blue balls. You have to pick 2 blue balls, so the green balls don't matter. You can pick 1 blue ball on 12 ways. The second ball you can pick on 11 ways (because there are 11 balls left). 12 * 11 = 132. So you can pick it on 132 ways. ;)
6 Is how many different combinations there are
Thrice means three times as many. If you have two green balls, it would mean you have six red balls.
He will have 13 blue marbles and 10 green marbles.
Method of solving:Start off with the Green cassettes. Timewise, how many minutes will 16 of them be? 16x55=880 minutes.How many minutes of music do you have? Only 830. The difference is 50.What are the difference between Green and Blue cassettes? 55-45=10How many times is 10 in 50? 50/10=5Solution:Niko have got 5 blue and the rest (11) green.
three to make 4 blue and 4 red balls. That means there's an equal chance or a 1 in 2 chance.
ans : 3720
1/4 + 1/8 + 1/2 = 7/8 26 is 1/8th of the balls. Therefore the total number of balls is 208. and 1/8th of the balls is 26, so there are 26 blue balls, 104 are yellow and 52 are green.
6 Is how many different combinations there are
How many balls on a snooker table? 22(one white cue ball, 15 red balls, and six balls of different colours: yellow, green, brown, blue, pink and black)
Thrice means three times as many. If you have two green balls, it would mean you have six red balls.
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You are TOLD that 18 are blue.
Have the door eat the balls in the following order: Yellow, blue, red, green. ____ The color order is according to how many times the colors appear on the wall, from least to greatest. (Yellow blue red green) Feed him from sun to leaf.
21, 22 if you count the white 15 reds, a black, a pink, a blue, a green a brown and a yellow
There are 21 balls in a set of snooker balls, 22 if you include the Cue, 15 Red balls worth 1 point each, and 6 other colored balls worth different amounts of points, yellow (2 points), green (3), brown (4), blue (5), pink (6) and black (7).
in those 10 balls we can have any combination...I am using here multinomial... X=No. of red balls(0,1...10) y=No. of green balls(0,1...10) z=No. of white balls(0,1...10) we need co-efficient of x^10 in (x^0+x^1+...+x^10)^3 that is (10+3-1)C3=12C3 Arrangement is also considered here
This is the question; Suppose you have several coloured balls. Two of the balls are red, and have the letters B and E on them. Two of the balls are green, and have the letters M and R on them. Two of the balls are orange, and have the letters A and E on them. What letters are on the blue-coloured balls? Please list the letters with no spaces or punctuation in between, and sort the letters in reverse alphabetical order. For example, "ZY" would be an acceptable submission. You appear to have left something out of the puzzle. How are we to know how many blue balls there are, for example? Was there some indication of this and which letters are to be used?