Which Soap Deal Offers Better Value?

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SUMMARY

This discussion focuses on comparing two soap deals: 2 bars of 120 grams for $2 and 2 bars of 90 grams for $1.50. Both deals yield the same value of 60 grams of soap per dollar. The method to compare grocery deals involves calculating the ratio of the product's mass to its price, allowing consumers to determine the best value. The conclusion is that both offers are equivalent in terms of cost-effectiveness.

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  • Understanding of basic arithmetic operations
  • Familiarity with ratios and proportions
  • Knowledge of product weight and pricing
  • Ability to interpret grocery flyers
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  • Learn how to calculate price per unit for various products
  • Explore methods for comparing bulk purchase deals
  • Research strategies for effective couponing
  • Understand the impact of packaging sizes on consumer choices
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Consumers looking to maximize their grocery savings, budget-conscious shoppers, and anyone interested in effective deal comparison techniques.

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2, 120 gram bars of soap for $2

or...

2, 90 gram bars of soap for $1.50


Can someone explain the method to figure it out so I can properly compare grocery flyer deals in the future?

thank you for any help!
 
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Computer how much money for each gram, for each deal.
 
Both of those deals are exactly the same.

Check the ratio of the grams of soap you are getting for the amount of money.

First one:

<br /> \frac{120g}{\$2} = \frac{60g}{\$}<br />

So we have 60 grams per dollar for the soap.

Second one:

<br /> \frac{90g}{\$1.50} = \frac{60g}{\$}<br />

So, again we got 60 grams of soap per dollar.

In this case, do you prefer to pay $3 or $4 and do you want a larger bar or soap or a smaller one? The actual pricing ratio is exactly the same in both scenarios.

If you want to work out which deal is the best on some coupon flyer or whatever, just divide the amount of product (mass/volume or whatever they give you) by the price and you will get a ratio of HOW MUCH / HOW MANY $.

Hope that helps!
 
Both of those deals are exactly the same.

Check the ratio of the grams of soap you are getting for the amount of money.

First one:

<br /> \frac{120g}{\$2} = \frac{60g}{\$}<br />

So we have 60 grams per dollar for the soap.

Second one:

<br /> \frac{90g}{\$1.50} = \frac{60g}{\$}<br />

So, again we got 60 grams of soap per dollar.

In this case, do you prefer to pay $3 or $4 and do you want a larger bar or soap or a smaller one? The actual pricing ratio is exactly the same in both scenarios.

If you want to work out which deal is the best on some coupon flyer or whatever, just divide the amount of product (mass/volume or whatever they give you) by the price and you will get a ratio of HOW MUCH / HOW MANY $.

Hope that helps!
 
That was amazingly helpful Caramon...Thank you for taking the time to thoroughly explain it to me!
 
Im not sure if this makes a difference to the outcome... But I noticed that you mentioned $3 and $4. But in my original post I mentioned that 2 bars of soap are in each box. So 2 bars of 120 gram Soaps in 1 box for $2. Or 2 bars of 90 gram Soaps in 1 box for 1.50.
 
Oh no it doesn't. Sorry I thought you meant 1 bar of 120g soap costs $2 and you want 2 of them, so that would be $4.

Yeah, that doesn't affect anything. Just follow the ratios and you'll be fine! :D
 
Caramon said:
Oh no it doesn't. Sorry I thought you meant 1 bar of 120g soap costs $2 and you want 2 of them, so that would be $4.

Yeah, that doesn't affect anything. Just follow the ratios and you'll be fine! :D

LoL nope I mean...

1 package of Soap contains 2 bars of Soap in it. Each bar of Soap is 120 grams in one of the packages and it costs $2 for the package ($1 for each bar of Soap but you have to buy them together in 1 package of 2 bars of Soap)...And the same thing with the other package of 90 gram bars of Soap.
 
Yes, I understand that now. Hopefully that helped.
 

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