Tom sells baseball cards at 10 for 35 cents. Is that a better deal than 12 for 40 cents?

Let's calculate how much he spends per each individual card using proportions:
In the first case he spends 35 cents for 10 cards: 35 cents / 10 cards = x cents / 1 card 35/10 = 3.5 cents per card!
In the second case he spends 40 cents for 12 cards: 40 cents / 12 cards = x cents / 1 card 40/12 = 3.333 cents per card!
Now compare the two :)

Answered by Little3773 | 2024-06-10

After calculating the cost per card for both deals, the second offer of 12 cards for 40 cents is the better deal, as each card costs approximately 3.33 cents versus 3.5 cents in the first offer.
To determine which baseball card deal is better, we need to calculate the price per card for each deal. For the first deal, Tom sells baseball cards at 10 for 35 cents, which means each card costs 3.5 cents. For the second deal, he offers 12 for 40 cents, which gives us a cost per card of approximately 3.33 cents.
By breaking down each option to the cost per single card, we see that the second offer provides a slightly better value for the money, as you get each card for less than in the first deal.

Answered by KaushakiKu | 2024-06-24

The second offer of 12 baseball cards for 40 cents is a better deal as it costs approximately 3.333 cents per card, compared to 3.5 cents per card for the first offer of 10 cards for 35 cents.
;

Answered by Little3773 | 2024-10-02