Complete the following interpretation of z, (200, 50). 50 days after the colony was established with 200 mg of the chemical, the [Select ] is [ Select ] by approximately [ Select ] [ [ Select ] v for every additional [ [ Select ] >

Calculus: Early Transcendentals
8th Edition
ISBN:9781285741550
Author:James Stewart
Publisher:James Stewart
Chapter1: Functions And Models
Section: Chapter Questions
Problem 1RCC: (a) What is a function? What are its domain and range? (b) What is the graph of a function? (c) How...
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Please fill in the blanks. 

The options for the first box are:

a) amount of chemical

b) number of days

c) population of bacteria

d) rate of change of the population

The options for the second box are:

a) increased

b) decreased

c) is increasing

d) is decreasing

The options for the third box are:

a) 0

b) 0.7

c) 1.85

d) 100

The options for the fourth box are:

a) mg

b) days

c) millions of organisms

The options for the fifth box are:

a) mg of the chemical

b) day

c) millions of organisims

 

 

Complete the following interpretation of z, (200, 50).
50 days after the colony was established with 200 mg of
the chemical, the [ Select ]
is
[ Select ]
v by approximately
[ Select ]
[ Select ]
for every additional
[ Select ]
>
Transcribed Image Text:Complete the following interpretation of z, (200, 50). 50 days after the colony was established with 200 mg of the chemical, the [ Select ] is [ Select ] v by approximately [ Select ] [ Select ] for every additional [ Select ] >
This situation below applies to the next four problems
A bacterial colony is cultivated in a petri dish. Let
z = f(x, y) refer to the population of the colony (in
millions) after y days. x refers to the number of milligrams
of a chemical that is added to the dish at the beginning of
the cultivation.
х\у | 10
20 | 30 | 40
50
18 | 30 | 75
30 | 42 | 67
38 45 | 58| 66 | 81
| 68 | 71
100
15
221
200
24
100
300
400
66
76
80
500
70
70
71
73
75
Transcribed Image Text:This situation below applies to the next four problems A bacterial colony is cultivated in a petri dish. Let z = f(x, y) refer to the population of the colony (in millions) after y days. x refers to the number of milligrams of a chemical that is added to the dish at the beginning of the cultivation. х\у | 10 20 | 30 | 40 50 18 | 30 | 75 30 | 42 | 67 38 45 | 58| 66 | 81 | 68 | 71 100 15 221 200 24 100 300 400 66 76 80 500 70 70 71 73 75
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