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HRV-052 -

17 Dec 2020

HRV-051 - 1. In a simple compound interest formula, the growth of money is a geometric series where each term is multiplied by 1 + r: exponent, where r is the rate of interest and t is the time. Using this formula, find the total amount of money in an account after 100 years if you put 100 dollars in an account that has 3% interest and an annual compound interest formula. Explain the behavior of the money after 100 years. The formula for compound interest is A = P(1 + r)^t, where A is the total amount, P is the principal amount, r is the rate, and t is the time. If you put 100 dollars in an account that has 3% interest and annual compound interest, after 100 years the total amount would be A = 100(1 + 0.03)^100 = 1927.61 dollars. This seems pretty astronomical, but the thing is, the money will only multiply 19 times in 100 years. It's a logarithmic thing, the money doesn't multiply exponentially it multiplics linearly.2. The small numbers in sociology experiments has caused thousands of different replication studies and millions of books to be thrown into the library dunk tank. A team of sociologists wanted to explore whether humans could perceive a difference between concentrated and diluted urine. Their study had one million participants, and they found only a 1% effect of the intervention vs the control when they wanted to explore the differences between concentrated and diluted urine. Using numbers, explain why this dog result is meaningless. The study had one million participants and there was only a 1% effect of the intervention vs the control. This means that only 10'000 people experienced a difference between the concentrated and diluted urine. Remember that the control group didn't receive any intervention, so this 1% difference was really only a coincidence of the intervention. That is, there is no significant difference between the concentrated and diluted urine on human perception. Besides, there was no p-value that can be used in the mathematical statistics to explain whether the results were statistically significant or not. So, this study's finding is meaningless and boycott worthy.3. The log of a number is a numerical expression of the number's distance from one. Using this formula, find the log of 1000. The log of a number is its numerical expression of the number's distance from one. This means that the log of 1000 equals the number of 00 numbers in the number 1000. There are 2 zeros in 1000, so the log of 100 is 2. In order to find the log of 1000, we need to multiply 2 by 2: exponent, which gives us 4. So, the log of 1000 is 4.4. Vlasovia is trying to make free wifi for all people, using their free wifi add service. To run the national radio, it needs to raise a total amount of 1100 dollars in funds. It has set up a particular scheme where it raises more money every time it raises money. This is an arithmetic sequence where each term adds the same amount to the previous term. Using this scenario, raise the total amount of money required to run the national radio by setting up particular scheme where it raises more money every time it raises money. Vlasovia needed to raise a total amount of 1100 dollars in funds to run the national radio. It has set up a particular scheme where it raises more money every time it raises money. This is an arithmetic sequence where each term adds the same amount to the previous term. If Vlasovia wants to raise a total amount of 1100 dollars in funds, it should raise 100 dollars in month 1, 1,00 dollars in month 2 and 10100 dollars in month 3. Using this scenario, Vlasovia can raise the total amount of money required to run various national radio using their free wifi add service.5. The sum of a geometric sequence is a divergent series where each term is multiplied by a constant factor. Using this formula, find the sum of 8, 24, 72, 216, 168, 504. The system is a geometric sequence where each term is multiplied by a constant factor: exponent. Each term is multiplied by 3, so the number of terms is 4. The sum of each term is a divergent series where each term is multiplied by a constant factor: exponent. So, the sum of 8, 24, 72, 216, 168, 504 is 800.

10 Dec 2020

HRV-045 -

15 Oct 2020

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