For n = 4,
4! = 4*3*2*1 = 24 and 24 = 2*2*2*2 = 16
So the statement is true for n = 4.
Suppose it is true for n = k, that is, k! > 2k
Then (k+1)! = (k+1)*k!
> (k+1)*2k (since k! > 2k)
> 2*2k (since k >= 4 > 2)
= 2k+1
So if the statement is true for n = k then it must be true for n = k+1. Therefore, since it is true for n = 4 it must be true for all n > 4.
1.4 plus n plus 3.6 equals 7.5 What is n?
This is a simple question. N= 7.5-(3.6+1.4). N=2.5
1). 3.6+1.4=5
2). 7.5-5=2.5
N=2.5
So... 1.4+"2.5"+3.6=7.5
.006- Just multiply both sides by the inverse of 10 (1/10) in order to get n by itself. It becomes n=6/100x 1/10 (10/100). The answer becomes 60/10,000 or .006
What is the hat called that dappy wears?
They are known by many names such as Sherpa hats or Dappy hats or Pervervian hats
They made their first song when they were 12 called "Every Day Of My Life"
1 / n!
No. Dappy Is From A Greek Decent, As Also Is Tulisa.
Fazer Was Born In England, His Mother Is Jamaican And His Father Is English.
How much money does n dubz make?
N-dubz make 1.5 million pound a year
Now they are going to make Dollars in America
M times N equals 6300 if m and n are 2 digit multiples of 10 what could m and n be?
m and n are 70 and 90
The mean of N numbers is the sum of those numbers divided by N. If you include 13 in that set and the new mean is 6, then the original N is 7. Let X be the original sum. You have a system of two simultaneous equations. 1.) X/N = 5 2.) X+13/N+1 = 6 To solve, substitute the value of X from eq. 1 into eq. 2 and then solve eq. 2 for N. (Some steps combined) X = 5N
5N+13 = 6(N+1)
5N = 6N-7
-N = -7
N = 7
If the probability of 7 out of 20 equals N percent what does N stand for?
7/20 = N
N = 0.35 = 35 percent
he is indeed to a young girl called kayleigh michelle. she lives in swindon.
Did tulisa from n-dubz go la sainte union?
yes, she did. she only went for a while, because she was getting bullied but she then went onto dappy and frazers secondary school! i go to la sainte union. i dont get bullied, but i know it goes on!