Business A buys an item at a price of $175 for 50 units. The business pays a shipping company $0.49 per item to transport the items to its store. The retail price is $4.99 per each unit. If Business A needs to make at least a $1500 profit to meet its goal, how could you set up an inequality to represent this situation?
First find the base rate for each unit
Which is....?
$3.5 Sorry was doing something else. :L
Business A pays $175 for 50 units. How much must Business A pay to have all 50 units shipped to Business A?
Whoops I meant $4.99 I did $175/50 :L Or am I correct?
$24.5 to have all of them shipped?
Note that PROFIT = REVENUE - EXPENSES. Can't answer your statement, " I did $175/50." What do you mean by "I did ..."?
How much to have 1 shipped? How much to have 10 shipped? How much to have 175 shipped?
$0.49 to have 1 shipped. $4.9 to have 10 shipped. $85.75 to have 175 shipped.
So what are you're total expenses if you add shipping and cost of the products?
Wait we're only shipped 50 units correct?
Wait no revise that, what are the total expenses of ONE unit
$4.99 for retail price.
Yeah but that contains a margin that the retailer puts there, what does the company SPEND to get it to them?
$4.5 for one unit if you do 175/50
Recheck your math it's not 4.50
Whoops, typo, I meant 3.5 :L I feel dumb....
Yeah and now add your shipping onto there
$3.99
So the total expense are 3.99 and you sell them for 4.99
So then you do $4.99 x 50?
So you're making a profit of 1.00 on each one you sell
Oh
But it's asking for an inequality
So let x=the number of units you sell
Then write an inequality for when x exceeds 1500
x => 1500?
Not => just >
And there you go
Wait, are you serious?
Yup $1 dollar profit on each one so there is no coefficient for the x Thats your answer
Derp, thanks.. xD
Wait, it's not just > its > or equal to
Make sure you have that
You're welcome
I was thinking of => because it says AT LEAST.. So wouldn't it be greater than or equal to ?
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