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What Is form 1024?
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1024 form - FAQ
How many times are divisions required for the formation of 1024 cells?
How many cell divisions are required to form 1024 cells from a cell 1. It would take 10 cycles of cell divisions to form 1024 cells. Bacteria reproduce via binary fission a very fast and simple cell division. Many bacterial species can reproduce double in roughly 20 mins. If doubling is occurring every 20 mins. in a bacterial species then after 10 rounds of doubling 210 there would be 1024 cells. In other words one bacterial cell can become 1024 cells in about 3–3.5 hours. This also explains why infections have the ability to manifest quickly especially in immunocompromised individuals.
How do you write 1024 in 4^n form?
first of all you need to know logarithm and LCM and gcd stuff10244nnlog1024log4 i cant write 4 as base in phone, so I can also write this asif Im dividing log1024 to log4 anyway by lcm and gcd you can find that 1024210log1024log210 as you can write this as if you multiply the logarithm w 10 10log2log4log222log210×log22×log2 1025n5second and the easiest wayis youu use lcm and gcd and directly find that 1024210if 10244n then 102422n2n10 n5
How do you prove that[math]\displaystyle\lim_{n\to\infty}\prod_{k=1}^n\left(1+\frac{10\ln(2)}{n}\right)=1024[/math]without using exponentiation (any form of [math]a^b[/math]) in the proof?
Here is hint or outline. 1. You need to know that e is defined by taking the limit as n approaches infinity of terms math1 1nnmath. Also limit of math1 rnnmathmath ermath. 2. Notice that the only role of k is to use repeated multiplication. 3. Compare given to the limit of mathPn 1 10 ln2nnmath as n grows. Notice the match to 1 above with understanding rate r 10 ln2 here. 4. Recognize r 10 ln2 ln210 ln1024 so er eln1024 1024. 5. So original limit equals e10 ln2 1024. QED
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