1. The Senior citizen's organization must consist of 5 to 8 representatives from the male and female group. The organization must include at least 2 males and 2 females. a. write an inequality to represent the problem b. graph the systems

Elementary Geometry For College Students, 7e
7th Edition
ISBN:9781337614085
Author:Alexander, Daniel C.; Koeberlein, Geralyn M.
Publisher:Alexander, Daniel C.; Koeberlein, Geralyn M.
ChapterP: Preliminary Concepts
SectionP.CT: Test
Problem 1CT
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Choices:
A (0, -1)
I (1, 2)
S( 0, 0)
E (2, 3)
Н 2, 1)
L(-2, 3)
B (-3, -1)
F(-1,-2)
C (1,-2)
D (0, 3)
Activity 2.
GRAPΗ ΜΕ
Directions: Solve the following problems on systems of linear incqualities in
two variables.
1. The Senior citizen's organization must consist of 5 to 8 representatives from the male and
female group. The organization must include at least 2 males and 2 females.
a write an incquality to represent the problem
b. graph the systems
2. Carlo can work in his family's business and make P50 per hour and can work for service
delivery as a part time and make P40 per hour. If he needs to make at least P400 and can
work for a total of 10 hours, he can make a least 3 hours for service delivery. Write and graph
the systems of inequalities that represent the possible solutions.
3. Kevin neced to earn at least P300 from his two part time jobs to cover his expenses. This
week, he can work for at most 20 hours. His job in a vegetable deliver pays
Write an incquality to model the system of linear inequality of the given problem and graph.
P30
per
hour.
Transcribed Image Text:Choices: A (0, -1) I (1, 2) S( 0, 0) E (2, 3) Н 2, 1) L(-2, 3) B (-3, -1) F(-1,-2) C (1,-2) D (0, 3) Activity 2. GRAPΗ ΜΕ Directions: Solve the following problems on systems of linear incqualities in two variables. 1. The Senior citizen's organization must consist of 5 to 8 representatives from the male and female group. The organization must include at least 2 males and 2 females. a write an incquality to represent the problem b. graph the systems 2. Carlo can work in his family's business and make P50 per hour and can work for service delivery as a part time and make P40 per hour. If he needs to make at least P400 and can work for a total of 10 hours, he can make a least 3 hours for service delivery. Write and graph the systems of inequalities that represent the possible solutions. 3. Kevin neced to earn at least P300 from his two part time jobs to cover his expenses. This week, he can work for at most 20 hours. His job in a vegetable deliver pays Write an incquality to model the system of linear inequality of the given problem and graph. P30 per hour.
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