last part of a and d-f A population of bacteria grows exponentially according to the table and graph below.(a) Use the graph to complete the table. Hint: Some of the values are listed on the horizontal axis.(Type an integer or decimal rounded to one decimal place as needed.)t (seconds)Q (bacteria)30411923.538477670.515294304117.5608Q 152-NumberNumber76-38-1923.54770.594t( seconds)(b) Report the doubling time. Use the pull-down menu to report the units.The doubling time is 23.5seconds(c) Write a formula which gives Q as a function of t.The parameters in the formula should not contain rounded values. Include 2 in your formula.Q =19e^.02949tEEE (Your answer involves 2, real numbers, and a lower case t.)TIP: If desired, click on the Plot icon ( ) next to the answer box to graph your response.(Although your answer may match the graph, it will be counted incorrect if it is not in the form requested.)(d) Complete the blanks, reporting your tripling time to two decimal places.It will take about Numberseconds for the population will triple. (d) Complete the blanks, reporting your tripling time to two decimal places.It will take about Numberseconds for the population will triple.(e) By what percent does the population grow each second? Report to two decimal places.The population grows by Number% each second.(f) Complete the boxes below to write a formula for the amount Q at time t.The second box contains the growth factor per second, rounded to four decimal places.Q =Number·(Number

Name: last part of a and d-f A population of bacteria grows exponentially ac
Uploaded: 2024-03-20T06:46:55.000Z
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Description: last part of a and d-f A population of bacteria grows exponentially according to the table and graph below.(a) Use the graph to complete the table. Hint: Some of the values are listed on the horizontal axis.(Type an integer or decimal rounded to one