In a laboratory the count of bacteria in a certain experiment was increasing at the rate of 2.5 % per hour find the bacteria at the end of 2 years if the count was initially 506000
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Here is your answer
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It is Given that:
Intial count of Bacteria (P) = 5,06,000
increasing Rate of Bacteria(R) = 2.5%,
Time = 2 hours
After 2 hours, number of bacteria,
Amount (A) = P(1+R/100)^n
A= 506000(1+2.5/100)^n
A= 506000(1+25/1000)²
A= 506000(1+1/40)²
A= 506000(41/40)²
A= 506000(41×41/40×40)
A= 506000×1681/ 1600
A=(5060 × 1681) /16
A= 316.25×1681
A= 5,31,616.25
Hence, the number of bacteria after two hours are 531616 (approximately).
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