In a Company, number of engineers doubles itself in every 2 years. In how much time will the number of engineers become 1024 times of its original number?
Given that the number of engineers double itself in every 2 years
Engineers become $$2$$ times in $$2$$ years
$$1024 = 2^{10}$$
Then, Engineers become $$2^{10}$$ times in $$2\times10 = 20$$ years
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