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1hr-- 2^3x
8hr -- 2^24x
Given after 8hrs value x= 2^40-16

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1hr-- 2^3x
8hr -- 2^24x
Given after 8hrs value x= 2^40-16

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The virus increases 16 times every hour (or 2^4 times every hour). Half of the virus also don't survive every hour. Therefore the hourly equation becomes "(2^4)/2".
Let x be the starting point
After 8 hours the number of virus is 2^40
Therefore 2^40 = x*(2^4/2)^8
(2^4)^8 = 2^32
(2)^8 = 2^8
(2^32)/(2^8) = 2^(32-8) = 2^24

2^40 = x * 2^24
(2^40)/(2^24) = x
2(40-24) = x
2^16 = x

Answer A
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