BEST ANSWER GETS MEDAL.. Part 1: Use complete sentences to describe a real-world scenario that could be represented by the inequality 5x + 2y greater than or equal to 45. Part 2: Choose one ordered pair that is a solution to the given inequality and explain what that ordered pair means in the context of your real-world scenario.
Any ideas?
i'm not entirely sure.
What sort of "real-world scenarios" have you considered?
well, job type.. maybe working, and earning money?
Sounds good so far...
ok, so how would i solve this? know how to apply the answer to the scenario
That is what the question is asking YOU to do: describe a real-world scenario that could be represented by the inequality 5x + 2y > or = 45.
so would i use interepts method to solve this?
No, you have to first come up with a situation that is described by the inequality...
well im not sure
You said "well, job type.. maybe working, and earning money" can you build on that?
Say $5/hr and $2/hr
ok
Let x = the number of hours worked at one type of job. Then y = the number of hours worked at a second type of job.
ok..
Can you write an expression for the sum of the money earned working at both jobs?
Recall: Income = hours worked * wage per hour
Therefore, Total income = income from job x + income from job y
im not understanding this at all.
Do you understand Income = hours worked * wage per hour
Income for a $5/hr job would be 5x where x is the number of hours worked.
ok i get that
Income for a $2/hr job would be 2y where y is the number of hours worked.
ok,i got that now
Total income = income from job x + income from job y
ok, i got it. and just plug in the numbers?
Part 1: Use complete sentences to describe a real-world scenario that could be represented by $$\Huge 5x + 2y$$
ok...
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