BOGO worksheet

1. Real percent off, spread over every item: 12.5%

1. Add the items you buy and the items you get, to see how many you take home

   $3+1$$=4$

2. Work out what all of them would cost at the regular price

   $\mathrm{\$26.00}\times 4$$=\mathrm{\$104.00}$

3. With the deal, you pay full price for the items you buy, and 50% less for each extra one

   $\mathrm{\$26.00}\times 3+\mathrm{\$13.00}\times 1$$=\mathrm{\$91.00}$

4. Your savings are the regular total minus what you pay

   $\mathrm{\$104.00}-\mathrm{\$91.00}$$=\mathrm{\$13.00}$

5. Divide the savings by the regular total to get the real percent off across all the items

   $\frac{\mathrm{\$13.00}}{\mathrm{\$104.00}}\times 100$$=\mathrm{12.5\%}$

6. Divide what you pay by the number of items to get the real price of each one

   $\frac{\mathrm{\$91.00}}{4}$$=\mathrm{\$22.75}$

7. For the other offer, take 50% off the regular price of all 4 items

   $\mathrm{\$104.00}\times 1-\frac{50}{100}$$=\mathrm{\$52.00}$

8. Compare the two totals. A positive number means the multi-buy deal is cheaper

   $\mathrm{\$52.00}-\mathrm{\$91.00}$$=\mathrm{-\$39.00}$

2. Real percent off, spread over every item: 50%

1. Add the items you buy and the items you get, to see how many you take home

   $1+1$$=2$

2. Work out what all of them would cost at the regular price

   $\mathrm{\$25.00}\times 2$$=\mathrm{\$50.00}$

3. With the deal, you pay full price for the items you buy, and the extra ones are free

   $\mathrm{\$25.00}\times 1+\mathrm{\$0.00}\times 1$$=\mathrm{\$25.00}$

4. Your savings are the regular total minus what you pay

   $\mathrm{\$50.00}-\mathrm{\$25.00}$$=\mathrm{\$25.00}$

5. Divide the savings by the regular total to get the real percent off across all the items

   $\frac{\mathrm{\$25.00}}{\mathrm{\$50.00}}\times 100$$=\mathrm{50\%}$

6. Divide what you pay by the number of items to get the real price of each one

   $\frac{\mathrm{\$25.00}}{2}$$=\mathrm{\$12.50}$

7. For the other offer, take 39% off the regular price of all 2 items

   $\mathrm{\$50.00}\times 1-\frac{39}{100}$$=\mathrm{\$30.50}$

8. Compare the two totals. A positive number means the multi-buy deal is cheaper

   $\mathrm{\$30.50}-\mathrm{\$25.00}$$=\mathrm{\$5.50}$

3. Real percent off, spread over every item: 25%

1. Add the items you buy and the items you get, to see how many you take home

   $1+1$$=2$

2. Work out what all of them would cost at the regular price

   $\mathrm{\$26.00}\times 2$$=\mathrm{\$52.00}$

3. With the deal, you pay full price for the items you buy, and 50% less for each extra one

   $\mathrm{\$26.00}\times 1+\mathrm{\$13.00}\times 1$$=\mathrm{\$39.00}$

4. Your savings are the regular total minus what you pay

   $\mathrm{\$52.00}-\mathrm{\$39.00}$$=\mathrm{\$13.00}$

5. Divide the savings by the regular total to get the real percent off across all the items

   $\frac{\mathrm{\$13.00}}{\mathrm{\$52.00}}\times 100$$=\mathrm{25\%}$

6. Divide what you pay by the number of items to get the real price of each one

   $\frac{\mathrm{\$39.00}}{2}$$=\mathrm{\$19.50}$

7. For the other offer, take 40% off the regular price of all 2 items

   $\mathrm{\$52.00}\times 1-\frac{40}{100}$$=\mathrm{\$31.20}$

8. Compare the two totals. A positive number means the multi-buy deal is cheaper

   $\mathrm{\$31.20}-\mathrm{\$39.00}$$=\mathrm{-\$7.80}$

4. Real percent off, spread over every item: 25%

1. Add the items you buy and the items you get, to see how many you take home

   $3+1$$=4$

2. Work out what all of them would cost at the regular price

   $\mathrm{\$39.00}\times 4$$=\mathrm{\$156.00}$

3. With the deal, you pay full price for the items you buy, and the extra ones are free

   $\mathrm{\$39.00}\times 3+\mathrm{\$0.00}\times 1$$=\mathrm{\$117.00}$

4. Your savings are the regular total minus what you pay

   $\mathrm{\$156.00}-\mathrm{\$117.00}$$=\mathrm{\$39.00}$

5. Divide the savings by the regular total to get the real percent off across all the items

   $\frac{\mathrm{\$39.00}}{\mathrm{\$156.00}}\times 100$$=\mathrm{25\%}$

6. Divide what you pay by the number of items to get the real price of each one

   $\frac{\mathrm{\$117.00}}{4}$$=\mathrm{\$29.25}$

7. For the other offer, take 30% off the regular price of all 4 items

   $\mathrm{\$156.00}\times 1-\frac{30}{100}$$=\mathrm{\$109.20}$

8. Compare the two totals. A positive number means the multi-buy deal is cheaper

   $\mathrm{\$109.20}-\mathrm{\$117.00}$$=\mathrm{-\$7.80}$

5. Real percent off, spread over every item: 50%

1. Add the items you buy and the items you get, to see how many you take home

   $2+2$$=4$

2. Work out what all of them would cost at the regular price

   $\mathrm{\$25.00}\times 4$$=\mathrm{\$100.00}$

3. With the deal, you pay full price for the items you buy, and the extra ones are free

   $\mathrm{\$25.00}\times 2+\mathrm{\$0.00}\times 2$$=\mathrm{\$50.00}$

4. Your savings are the regular total minus what you pay

   $\mathrm{\$100.00}-\mathrm{\$50.00}$$=\mathrm{\$50.00}$

5. Divide the savings by the regular total to get the real percent off across all the items

   $\frac{\mathrm{\$50.00}}{\mathrm{\$100.00}}\times 100$$=\mathrm{50\%}$

6. Divide what you pay by the number of items to get the real price of each one

   $\frac{\mathrm{\$50.00}}{4}$$=\mathrm{\$12.50}$

7. For the other offer, take 50% off the regular price of all 4 items

   $\mathrm{\$100.00}\times 1-\frac{50}{100}$$=\mathrm{\$50.00}$

8. Compare the two totals. A positive number means the multi-buy deal is cheaper

   $\mathrm{\$50.00}-\mathrm{\$50.00}$$=\mathrm{\$0.00}$

6. Real percent off, spread over every item: 10%

1. Add the items you buy and the items you get, to see how many you take home

   $3+2$$=5$

2. Work out what all of them would cost at the regular price

   $\mathrm{\$45.00}\times 5$$=\mathrm{\$225.00}$

3. With the deal, you pay full price for the items you buy, and 25% less for each extra one

   $\mathrm{\$45.00}\times 3+\mathrm{\$33.75}\times 2$$=\mathrm{\$202.50}$

4. Your savings are the regular total minus what you pay

   $\mathrm{\$225.00}-\mathrm{\$202.50}$$=\mathrm{\$22.50}$

5. Divide the savings by the regular total to get the real percent off across all the items

   $\frac{\mathrm{\$22.50}}{\mathrm{\$225.00}}\times 100$$=\mathrm{10\%}$

6. Divide what you pay by the number of items to get the real price of each one

   $\frac{\mathrm{\$202.50}}{5}$$=\mathrm{\$40.50}$

7. For the other offer, take 34% off the regular price of all 5 items

   $\mathrm{\$225.00}\times 1-\frac{34}{100}$$=\mathrm{\$148.50}$

8. Compare the two totals. A positive number means the multi-buy deal is cheaper

   $\mathrm{\$148.50}-\mathrm{\$202.50}$$=\mathrm{-\$54.00}$

7. Real percent off, spread over every item: 16.67%

1. Add the items you buy and the items you get, to see how many you take home

   $1+2$$=3$

2. Work out what all of them would cost at the regular price

   $\mathrm{\$40.00}\times 3$$=\mathrm{\$120.00}$

3. With the deal, you pay full price for the items you buy, and 25% less for each extra one

   $\mathrm{\$40.00}\times 1+\mathrm{\$30.00}\times 2$$=\mathrm{\$100.00}$

4. Your savings are the regular total minus what you pay

   $\mathrm{\$120.00}-\mathrm{\$100.00}$$=\mathrm{\$20.00}$

5. Divide the savings by the regular total to get the real percent off across all the items

   $\frac{\mathrm{\$20.00}}{\mathrm{\$120.00}}\times 100$$=\mathrm{16.6667\%}$

6. Divide what you pay by the number of items to get the real price of each one

   $\frac{\mathrm{\$100.00}}{3}$$=\mathrm{\$33.33}$

7. For the other offer, take 36% off the regular price of all 3 items

   $\mathrm{\$120.00}\times 1-\frac{36}{100}$$=\mathrm{\$76.80}$

8. Compare the two totals. A positive number means the multi-buy deal is cheaper

   $\mathrm{\$76.80}-\mathrm{\$100.00}$$=\mathrm{-\$23.20}$

8. Real percent off, spread over every item: 50%

1. Add the items you buy and the items you get, to see how many you take home

   $2+2$$=4$

2. Work out what all of them would cost at the regular price

   $\mathrm{\$24.00}\times 4$$=\mathrm{\$96.00}$

3. With the deal, you pay full price for the items you buy, and the extra ones are free

   $\mathrm{\$24.00}\times 2+\mathrm{\$0.00}\times 2$$=\mathrm{\$48.00}$

4. Your savings are the regular total minus what you pay

   $\mathrm{\$96.00}-\mathrm{\$48.00}$$=\mathrm{\$48.00}$

5. Divide the savings by the regular total to get the real percent off across all the items

   $\frac{\mathrm{\$48.00}}{\mathrm{\$96.00}}\times 100$$=\mathrm{50\%}$

6. Divide what you pay by the number of items to get the real price of each one

   $\frac{\mathrm{\$48.00}}{4}$$=\mathrm{\$12.00}$

7. For the other offer, take 46% off the regular price of all 4 items

   $\mathrm{\$96.00}\times 1-\frac{46}{100}$$=\mathrm{\$51.84}$

8. Compare the two totals. A positive number means the multi-buy deal is cheaper

   $\mathrm{\$51.84}-\mathrm{\$48.00}$$=\mathrm{\$3.84}$

9. Real percent off, spread over every item: 50%

1. Add the items you buy and the items you get, to see how many you take home

   $2+2$$=4$

2. Work out what all of them would cost at the regular price

   $\mathrm{\$30.00}\times 4$$=\mathrm{\$120.00}$

3. With the deal, you pay full price for the items you buy, and the extra ones are free

   $\mathrm{\$30.00}\times 2+\mathrm{\$0.00}\times 2$$=\mathrm{\$60.00}$

4. Your savings are the regular total minus what you pay

   $\mathrm{\$120.00}-\mathrm{\$60.00}$$=\mathrm{\$60.00}$

5. Divide the savings by the regular total to get the real percent off across all the items

   $\frac{\mathrm{\$60.00}}{\mathrm{\$120.00}}\times 100$$=\mathrm{50\%}$

6. Divide what you pay by the number of items to get the real price of each one

   $\frac{\mathrm{\$60.00}}{4}$$=\mathrm{\$15.00}$

7. For the other offer, take 24% off the regular price of all 4 items

   $\mathrm{\$120.00}\times 1-\frac{24}{100}$$=\mathrm{\$91.20}$

8. Compare the two totals. A positive number means the multi-buy deal is cheaper

   $\mathrm{\$91.20}-\mathrm{\$60.00}$$=\mathrm{\$31.20}$

10. Real percent off, spread over every item: 8.33%

1. Add the items you buy and the items you get, to see how many you take home

   $2+1$$=3$

2. Work out what all of them would cost at the regular price

   $\mathrm{\$30.00}\times 3$$=\mathrm{\$90.00}$

3. With the deal, you pay full price for the items you buy, and 25% less for each extra one

   $\mathrm{\$30.00}\times 2+\mathrm{\$22.50}\times 1$$=\mathrm{\$82.50}$

4. Your savings are the regular total minus what you pay

   $\mathrm{\$90.00}-\mathrm{\$82.50}$$=\mathrm{\$7.50}$

5. Divide the savings by the regular total to get the real percent off across all the items

   $\frac{\mathrm{\$7.50}}{\mathrm{\$90.00}}\times 100$$=\mathrm{8.3333\%}$

6. Divide what you pay by the number of items to get the real price of each one

   $\frac{\mathrm{\$82.50}}{3}$$=\mathrm{\$27.50}$

7. For the other offer, take 50% off the regular price of all 3 items

   $\mathrm{\$90.00}\times 1-\frac{50}{100}$$=\mathrm{\$45.00}$

8. Compare the two totals. A positive number means the multi-buy deal is cheaper

   $\mathrm{\$45.00}-\mathrm{\$82.50}$$=\mathrm{-\$37.50}$