A store is going to make a midprice tea by mixing a high quality tea with a low quality tea. They are going to use 15 lbs of a low quality tea that costs $1.25 per pound and 5 lbs of a high quality tea that costs $4.15 per pound. How much should they charge for their tea? I get TONS of questions like these and I have NO CLUE how to solve them... Please help! the answers are: A) $0.27 B) $1.34 C) $1.98 D) $3.43
This one is pretty simple. They are going to use 15 lbs of tea that costs 1.25/lb. Therefore, the cost of that ingredient is 15x1.25=$18.75 They are also going to use 5lbs of tea that costs 4.15/lb. Therefore, the cost of that ingredient is 5x4.15=$20.75. So the total for the batch will be $18.75+$20.75=$39.50.
wait... I'm confused.... My teacher kinda glazed over this topic...
What exactly do I have to do?
I'm not sure how else to explain it...I summed up the ingredients times their costs. What part of my first answer is confusing you?
@Shane_B, you're not done explaining.
I dont understand how we arrive at the numbers?
The question asks how much should they charge for the tea, not just what the total price is.
Well, they should charge at least some value > $39.50...
@Sunshine447: If you buy 5 apples and each costs 0.20c, how much did they cost?
$1
They're going to charge something greater than $39.50?
where do you come up with the 39.50?
@Hero: I see where you're going with this...thanks. I didn't pay close enough attention to the first part of the question.
@Sunshine447: the total costs of 15lbs of low quality tea and 5 lbs of high quality tea is $39.50. I arrived at that based on multiplying the lbs of each times the price of each per pound...then added them together.
okay....
The price is per lbs and if they want to charge a mid-price for this tea, it will be:\[\frac{$39.50}{20}=$1.975/lb=$1.98/lb\]
ohhhh okay! Thanks! I've never been good at word problems... too many words.... haha
No problem...and thanks @Hero for pointing out what I missed.
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