4. Tom's company needs to hire at least 20 workers, Some of them are working in Factory I for P1000mon,while otners are working in the Factory II for P1500/month. The total salary of all the workers should bewithin P30000. Set up a graph of system of linear inequalities that represent the given scenano ?5. You can work a maximum of 20 hours a week, You need to make P7,.000 in order to cover your expenses.Your encoding job P350 an hour and your sales agent job pays P500 an hour. Set up a graph of system oflinear inequalities that represent the given scenario.obibbAMa es uovAmoduluoy

sub-parts to be solved, then please resubmit the whole question and specify those sub-parts you want…

4. Tom s company needs to hire at least 20 workers Some of them are working in Factory I for P1000/montn, while others are working in the Factory II for P1500/month. The total salary of all the workers should be within P30000. Set up a graph of system of linear inequalities that represent the given scenario ?

4. Tom s company needs to hire at least 20 workers Some of them are working in Factory I for P1000/montn, while others are working in the Factory II for P1500/month. The total salary of all the workers should be within P30000. Set up a graph of system of linear inequalities that represent the given scenario ?

Glencoe Algebra 1, Student Edition, 9780079039897, 0079039898, 2018

18th Edition

ISBN:9780079039897

Author:Carter

Publisher:Carter

Chapter6: Systems Of Linear Equations And Inequalities

Section6.6: Systems Of Inequalities

Problem 44PFA

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Question

4. Tom's company needs to hire at least 20 workers, Some of them are working in Factory I for P1000mon,
while otners are working in the Factory II for P1500/month. The total salary of all the workers should be
within P30000. Set up a graph of system of linear inequalities that represent the given scenano ?
5. You can work a maximum of 20 hours a week, You need to make P7,.000 in order to cover your expenses.
Your encoding job P350 an hour and your sales agent job pays P500 an hour. Set up a graph of system of
linear inequalities that represent the given scenario.
obibbA
Ma es uov
Amo
duluoy

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