SOLUTION: simplify the factorial (4n+2)!/(4n)! ; and given the folowing sequence 5+5/6, 5+7/8, 5+9/10, 5+11/12, 5+13/14,... write an expression for the apparent nth term assuming n begins wi
Algebra.Com
Question 373899: simplify the factorial (4n+2)!/(4n)! ; and given the folowing sequence 5+5/6, 5+7/8, 5+9/10, 5+11/12, 5+13/14,... write an expression for the apparent nth term assuming n begins with 1. Thanks
Answer by Fombitz(32388) (Show Source): You can put this solution on YOUR website!
(4n+2)!/(4n)!=((4n+2)(4n+1)(4n)(4n-1)***(3)(2)(1))/((4n)(4n-1)***(3)(2)(1))
(4n+2)!/(4n)!=(4n+2)(4n+1)
RELATED QUESTIONS
What are the answers to all of these questions?
1. -6k+7k 2. 12r-8-12
3.... (answered by Fombitz)
Simplify (2n+5) - (3n+7) + (4n-9)
(answered by ewatrrr)
Simplify... (answered by rvfer)
Complete the folowing number patern and describe any number patterns#triangle 1 2 3 4 5 6 (answered by ikleyn)
Write the first four terms of the sequence:
a_n =4n+5 /... (answered by Fombitz)
4n+5=6n+7 (answered by checkley77)
3n-7=4n+5 (answered by bmckenzie40)
6(2n-5)=4n+2 (answered by jim_thompson5910)
Which of the following is equivalent to this expression?
{{{ 16!/10! }}}
A.) 6 • 5... (answered by Lillie28)