I’m fostering a cat and need to purchase cat little. Smart Cats cost $10 for a 25 lb bag, a Tidy Cats cost $18 for a 40 pound bag
If potential price is the only consideration, it is possible to calculate the cost per pound of each option to determine the better deal.
For Smart Cats:
Price per pound = $10 ÷ 25 lb = $0.40 per pound
For Tidy Cats:
Price per pound = $18 ÷ 40 lb = $0.45 per pound
Based on price per pound, the Smart Cats brand offers a lower cost at $0.40 per pound compared to Tidy Cats' $0.45 per pound. Therefore, Smart Cats would be a more cost-effective option for purchasing cat litter.
To compare the cost of these two cat litters, you need to determine the price per pound for each brand. Here's how you can do it step by step:
1. Calculate the price per pound for Smart Cats:
- Price of a 25 lb bag: $10
- Divide the price by the number of pounds: $10 / 25 lb = $0.4 per pound
2. Calculate the price per pound for Tidy Cats:
- Price of a 40 lb bag: $18
- Divide the price by the number of pounds: $18 / 40 lb = $0.45 per pound
Based on these calculations, Smart Cats costs approximately $0.40 per pound, while Tidy Cats costs approximately $0.45 per pound. Therefore, Smart Cats is the cheaper option in terms of price per pound.
To choose between Smart Cats and Tidy Cats litter based on price, we need to compare the cost per pound for each option.
For Smart Cats:
- Cost: $10 for a 25 lb bag
- Cost per pound: $10 / 25 lbs = $0.40 per pound
For Tidy Cats:
- Cost: $18 for a 40 lb bag
- Cost per pound: $18 / 40 lbs = $0.45 per pound
Comparing the cost per pound, we can see that Smart Cats litter is cheaper at $0.40 per pound, whereas Tidy Cats litter costs $0.45 per pound. Therefore, based on price, Smart Cats litter is the more economical option.