(a) Complete the table using the equation from #2. Bee sure to show your work.Hive #2Week#31# 2#3# 4# 5# 6#7# 8t =1347%3DPopulation 2000of bees3456Percent growth:(b) What is the percent of growth per week for Hive #2? LO 4.3: I can construct an exponential model and represent it in a different form.Situation: With spring arriving, Nikki devotes time to studying the changing populations of herthree bee colonies. She approximates each population twice, with the data recorded on the tablesthroughout the questions. But she needs your help in calculating values and comparing population.Assume the bee population grows exponentially.Hive #1PopulationWeek t#1# 31. Find the exponential equation modeling the population of beesin Hive #1. Bee sure to show your work.%3D1500 bees2535 beesHive #1 Equation:(a) Use the equation found and complete the table of values.Hive #1# 43Week#1#2# 3#5#6#7#8t 3=0.146.7Population 1500of bees2535(b) By what percentage does the population of Hive #1 increase each week?Percent growth:Hive #2Week t#1# 42. Find the exponential equation modeling the population of beesin Hive #2. Bee sure to show your work.Population2000 bees0.3456 beesHive #2 Equation:

Since you have asked multiple questions, we will solve the first question for you. If you want any…

Answered: LO 4.3: I can construct an exponential…

MATLAB: An Introduction with Applications

6th Edition

ISBN:9781119256830

Author:Amos Gilat

Publisher:Amos Gilat

Chapter1: Starting With Matlab

Section: Chapter Questions

Problem 1P

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The population of Denver is 620,000 people. It is currently growing at a rate of 2% per year (growth rate is 1.02). Part 1: Write an equation to model the population of Denver over time. Part 2: Is the base of your exponent more than or less than 1? Why is that? Part 3: What is the new population after 5 years?
This problem has two parts. Part 1: In 2033, a virus begins in Memphis and spreads in such that the number N of people infected grows exponentially with time t. The table below shows how many days it takes from initial outbreak to have various numbers of cases. N= # of cases # of days 2 million 127 3 million 155 1 million t 79 How many days until the Memphis virus infects five million people? How many days until there are ten million people infected by the Memphis virus?
When I used an exponential function to model Russia’s declining population, the growth rate k was negativeDetermine whether the statement makes sense or does not make sense, and explain your reasoning.
The count in a bacteria culture was 800 after 15 minutes and 2000 after 40 minutes. Assuming the count grows exponentially, What was the initial size of the culture? Preview bacteria Find the doubling period. Preview minutes Find the population after 110 minutes. Preview bacteria When will the population reach 10000. Preview minutes MacBook Pro CSearch or type URL 8) 2 3 5 E R IT Y tab A D F G K Pck C V B M option command command option .. .- つエの

B. Deveney likes to take time off from playing to research rare cellular structures. Last summer, she discovered a previously unknown cell and created 5kg of a rare substance. After making some observations, she determined this new cell decays exponentially and has a half-life of 2 days. a. Write an equation that related the remaining amount of the rare molecule a(t) to time t. b. After how many days will Deveney have only -kg left? c. When she returns to the lab, her sample will be 30 days old. How much will be remaining?
Section 2.2 (81) In the early stages of the deadly SARS (severe acute respiratory syndrome) epidemic in 2003, the number of cases was increasing by about 18% each day. On March 17, 2003 (the first day for which statistics were reported by the World Health Organization), there were 167 cases. Find an exponential model that predicts the number of cases "t" days after March 17, 2003, and use it to estimate the number of cases on March 31, 2003. (The actual reported number of cases was .)

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