Answer:
256,128,64,32,16,8
Step-by-step explanation:
Given the common ratio(r) = 0.5 and the first term (a)=256
We know that the geometric series with the first term as a and the common ratio as r is
[tex]a,ar^{1} ,ar^{2} ,ar^{3} .....[/tex]
[tex]T_{n}=ar^{n-1}[/tex]
[tex]T_{1}=ar^{0}=a=256\\T_{2}=ar^{1}=a\times r=256\times 0.5=128\\T_{3}=ar^{2}=a\times r^{2}=256\times 0.5^{2}=64\\T_{4}=ar^{3}=a\times r^{3}=256\times 0.5^{3}=32\\ T_{5}=ar^{4}=a\times r^4=256\times 0.5^4 =16\\T_{6}=ar^{5}=a\times r^5 =256\times 0.5^5=8[/tex]
