Find the eleventh term of the progression 4, 8, 16…..
-
A.
213 -
B.
212 -
C.
211 -
D.
210
Correct Answer: Option B
Explanation
a = 4, r = (frac{4}{2})
(frac{8}{4}) = 2
n = 11
Tn = arn – 1
T11 = 4(2)11 – 1
4(2)10 = 212
since 4 = 22
= 212
a = 4, r = (frac{4}{2})
(frac{8}{4}) = 2
n = 11
Tn = arn – 1
T11 = 4(2)11 – 1
4(2)10 = 212
since 4 = 22
= 212