30. A biologist studying the growth of an animal population has obtained the model T = 25logN – 50 %3D for the time T, in years, at which the population has reached size N. (a) Use properties of logarithms to describe what happens to T if N is doubled. Round the number part of your answer to 2 decimal places. R1?) = 251og(2)-56 %3D

Q: The rate of auto thefts triples every 5 months. (a) Determine, to two decimal places, the base b for…

A:

Q: The following three equations were estimated using the 1,534 observations in 401K: prate = 80.29 +…

A: The coefficient of determination (R2) measures the how much variation of dependent variable is…

Q: The graph shown represents population growth. Time (years) A. exponential (J-curve) B. negative D.…

A: Exponential growth occurs when the resources are sufficiently enough and logistic growth occurs when…

Q: . The population of a town reaches 113000. 7 years ago the population was 82000. Assuming that the…

A:

Q: The rate of auto thefts doubles every 8 months. (a) Determine, to two decimal places, the base b for…

A: the rate of auto thefts doubles every 8 month.

Q: A population of 15,000 small deer in aspecific region has grown exponentially to 17,000 in 4 years.…

A: We know that exponential equation to express the population growth is, y=y0ekt Where y0 is initial…

Q: 2 log, 5 = log %3D 8.

A: