किसी कल्चर में बैक्टीरिया की संख्या प्रत्येक घंटे पश्चात दुगनी हो जाती है यदि प्रारंभ में उसमें 30 बैक्टीरिया उपस्थित थे तो बैक्टीरिया की संख्या दूसरे चौथे तथा
n वे घंटे के बाद क्या होगी
Answers
Answered by
28
Hello sir,
According to the question we know that
T1 = a = 30
T2 = 60
T3 = 120
T4 = 240
and r = T2/T1 = 60/30 = 2
Then,
![tn + 1 = ar {}^{n + 1 - 1} tn + 1 = ar {}^{n + 1 - 1}](https://tex.z-dn.net/?f=tn+%2B+1+%3D+ar+%7B%7D%5E%7Bn+%2B+1+-+1%7D+)
![30 \times (2) {}^{n} 30 \times (2) {}^{n}](https://tex.z-dn.net/?f=30+%5Ctimes+%282%29+%7B%7D%5E%7Bn%7D+)
I hope it's help you
According to the question we know that
T1 = a = 30
T2 = 60
T3 = 120
T4 = 240
and r = T2/T1 = 60/30 = 2
Then,
I hope it's help you
Anonymous:
ni€¥ :)
Answered by
16
Hay dear
Tn+1 = ar^n+1-1
30×2^n
= 60^n
I hope it's help you
Tn+1 = ar^n+1-1
30×2^n
= 60^n
I hope it's help you
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