The binomial thereom:
Then use x=.02
Hi again guys,
Sorry to bother you again, i have another question which i am totally unfamiliar with. If anybody could guide me through the solution it would be great.
Ok here goes...
A) Using the technique of the Sum to infinity express as a fraction in its lowest terms the following recurring decimal number
B) Using the Binomial Theorem find the first 5 terms of the Binomial expression
(1 + 0.2)^12
??? GULP ???
Here's part (A) . . .
A) Using the technique of the Sum to infinity, express as a fraction in its lowest terms
the following recurring decimal number: .0.05 (recurring)
It's not clear what part is recurring.
. . I'll assume that the number is: .
We have: .
Factor: . .
We have a geometric series with
. . Its sum is: .