The Pirates of Silicon Valley.
Tron
Hackers
Antitrust
The Social Network
The Internship
The Imitation Game
Answer:
465 ways
Explanation:
Atleast 1 girl and 1 boy
Possible combinations :
1 girl ; 3 boys = 6C1 ; 6C3
2 girls ; 2 boys = 6C2 ; 6C2
3 girls ; 1 boy = 6C3 ; 6C1
(6C1 * 6C3) + (6C2 * 6C2) + (6C3 * 6C1)
Combination formula:
nCr = n! ÷ (n-r)!r!
We can also use a calculator :
6C1 = 6
6C3 = 20
6C2 = 15
Hence,
(6C1 * 6C3) + (6C2 * 6C2) + (6C3 * 6C1)
(6 * 20) + (15 * 15) + (20 * 6)
120 + 225 + 120
= 465 ways
Answer:
A) t = true
B) t = false
C) t = false
D) t = true
Explanation:
Part A, here 12 is greater than 1 so the condition is true.That is why "t" will hold "true".Part B, here 0 is not greater than 2 so this condition fails.Therefore "t" will hold "false" in this case.Part C,3*2=6 and we are comparing 5 with 6 Therefore condition fails here.That is why "t" will hold "false".Part D, here we are comparing 5 with 5 and both are equal.So "t" will hold "true".
