24
There are 30 ways of selecting the first student leaving 29 ways to select the second for a total of 30 X 29 = 870 ways
6! = 6 factorial = 1x2x3x4x5x6 = 720
have a frined to help u out {in the mean time I believe the answer is that five students can be seated 120 different ways and still be "in circle" as you requested.} Shift+]
7
the proper pronounciation is with a K sound Keltic, "sell-tick" is Boston being rebellious
Combination; number of ways = 21
53,130 ways.
6,375,600
There are 11880 ways.
A rebellious attitude typically involves defiance or resistance against authority, rules, or societal norms. It can manifest as a willingness to challenge or question the status quo and to act in ways that contradict expectations or standards.
a.6 different waysc.12 different waysb.10 different wayd.15 different ways
333
24
There are 10 different sets of teachers which can be combined with 4 different sets of students, so 40 possible committees.
students can be seated in 16 diffrent ways. multiply or draw a table. * * * * * Unfortunately, that is an incorrect answer. The correct answer is 4*3*2*1 = 24 ways. For the first seat, on the left, you can pick any one of the 4 students. For the next seat, you have only three students so you have 3 choices. So the number of ways of filling the first two seats is 4*3. Continue the process.
Since there are 5 different prizes, and assuming a pupil can get only one prize the answer is25P5 = 6,375,600 ways.