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Q # 3
There are 10 elements in the word"bookkeeper".
o= 2, k=2 ,e=3.
number of permutations is:
P = 10! / (2! 2! 3!)
10! = 3,628,800
(2! 2! 3!) = 24
So, P= 10! / (2! 2! 3!) = 151,200 ANSWER!
Q # 1
Just change the value as per question
Find the sum of the first 50 terms of an arithmetic series with a = 28 and d = -4
Solution: We need to know n, a, and a50. n= 50, a = 28, d = -4. The formula is Sn = n/2(2a + (n-1)d) So, S50 = 50/2(2(28) + (50-1)(-4)) = 25(56 + 49 (-4)) = 25(56 – 196) = 25(-140) = -3500