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Briefly describe the exact doubling time formula and explain all of its terms. Choose the correct answer below. OA. log10(2) OB. log10(2) OC. log10(2) OD. log10(2) Briefly describe the exact half-life formula and explain all of its terms. Choose the correct answer below. OA. log10(2) OB. log10(2) The formula is Thalf = log10(2) - OC. log10(2) OD. The formula is Thalf = log10(2)

          Briefly describe the exact doubling time formula and explain all of its terms. Choose the correct answer below.

OA. log10(2)
OB. log10(2)
OC. log10(2)
OD. log10(2)

Briefly describe the exact half-life formula and explain all of its terms. Choose the correct answer below.

OA. log10(2)
OB. log10(2) The formula is Thalf = log10(2) -
OC. log10(2)
OD. The formula is Thalf = log10(2)
        
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briefly describe exact doubling time and half life formulas explain all their terms briefly describe the exact doubling time formula and explain all of its terms choose the correct answer be 36423

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Elementary and Intermediate Algebra
Elementary and Intermediate Algebra
Alan S. Tussy, R. David Gustafson 5th Edition
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Briefly describe the exact doubling time formula and explain all of its terms. Choose the correct answer below. OA. log10(2) OB. log10(2) OC. log10(2) OD. log10(2) Briefly describe the exact half-life formula and explain all of its terms. Choose the correct answer below. OA. log10(2) OB. log10(2) The formula is Thalf = log10(2) - OC. log10(2) OD. The formula is Thalf = log10(2)
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Transcript

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00:01 So doubling time is the amount of time that requires for a population to double itself.
00:09 And so if you take the population growth model for a population a at time t, so that is a equals a sub 0 times 2 to the power of t over d, where a sub zero is the initial population and d is the d is the d.
00:37 Doubling time.
00:45 And if you assume that t equals d, then a is equal to a sub 0 times 2 to the power of d over d, which is just 1.
01:00 And so if you simplify, you get a is equal to a sub 0 times 2.
01:07 And notice that the initial population is doubled, because a sub 0 represents the initial population...
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