SOLUTION: Find the value of the series in the form a(pi)/b: sum (sin n^o/n), n = 1 to infinity. (sin n degrees/n)
Algebra.Com
Question 1136598: Find the value of the series in the form a(pi)/b: sum (sin n^o/n), n = 1 to infinity. (sin n degrees/n)
Answer by ikleyn(52793) (Show Source): You can put this solution on YOUR website!
.
The formula (sin n^o/n) written in the post is UNREADABLE.
RELATED QUESTIONS
Evaluate the limit of
({{{sin(pi/(3n)) + sin(2pi/(3n)) + sin(3pi/(3n))}}}+...+{{{... (answered by richard1234)
find the limit as n-infinity
(a) sin(n)-n divided by n... (answered by Fombitz)
find the value of x for which the equation sin x=-1 is true
a)2pi(n)
b)pi/2 + 2pi(n)
(answered by Fombitz)
find the sum of following series:... (answered by Edwin McCravy)
Determine if the following series are convergent of divergent. If the series is geometric (answered by KMST)
Find the exact value.... (answered by ikleyn)
Find all solutions to the equation sin x = 0.
a. x = {{{PI}}}n
b. x = 2{{{PI}}}n
c. x... (answered by bucky)
Determine if the following series are convergent of divergent. If the series is geometric (answered by KMST)
find the exact value... (answered by ikleyn)