The value of the first term of the sequence is 0.
<u>Given the following data:</u>
To find the value of the first term of the sequence:
In this exercise, you're required to determine the first term of a sequence by using the given sequential equation.
In order to do this, we would substitute the value of n.
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- <u>Note:</u> The first term of a sequence is n equal to one (1).
Substituting the values into the equation, we have:
Therefore, the value of the first term of the sequence is 0.
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The maximum population growth rate (rmax) if the population grows to 283 in one year is = 13.2%
<h3>What is maximum population growth rate?</h3>
The growth rate of a given population is the intrinsic rate of increase of that population.
To calculate the growth rate of a population the following is done:
- The past value is subtracted from the present value. That is, 283- 250 = 33
- Divide the number gotten from the past value. That is, 33/250 = 0.132
- Multiply your answer by 100 to express it as the percentage rate. That is, 0.132 × 100 = 13.2%
Therefore, the maximum population growth rate (rmax) if the population grows to 283 in one year is = 13.2%
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Answer:
Rubbing alcohol. Hand sanitizer.
Explanation:
Answer: B) a tea that comes from the yerba mate plant
Explanation: jus took the quiz
