Carmen wants to buy 6 cans of coke. She works out the total cost of 6 cans at
these two shops:
Smart Buy
Right Price
One can costs 60p
Special offer: 10% off
One can costs 70p
Special offer: 3 for 2
Which shop is cheaper for her to buy 6 cans?
Smart Buy is cheaper by 18 pence.
Right Price is cheaper by 20 pence.
Right Price is cheaper by 44 pence.
Smart Buy is cheaper by 16 pence.
I DON'T KNOW
SUBMIT ANSWER

Respuesta :

Here we need to find how much costs to buy 6 cans in each shop and compare the prices. We will find that the correct option is:

Right Price is cheaper by 44 pence.

Smart Buy:

Each can costs 60p, and there is a 10% off.

Then the price of each can is:

P = 60p*(1 - 10%/100%) = 60p*(1 - 0.1) = 60p*0.9 = 54p

Then the cost of 6 cans will be:

p1 = 6*54p = 324p

Right Price:

Here each can costs 70p.

But there is a promotion of 3 for 2.

So if you buy 2 cans (for 2*70p = 140p) you get 3 cans.

This means that here you get 3 cans for 140p.

Then 6 cans, which is the double of 3, costs 2*140p = 280p

(where we assume that you can use the promotion two times)

Then we can see that the Right Price is cheaper.

To find the difference, we just need to subtract the smaller price to the largest price:

324p - 280p = 44p

We can conclude that the Right Price is cheaper by 44 pence.

If you want to learn more, you can read:

https://brainly.com/question/15779608

We are required to find the shop where's the price of 6 cans of coke is cheaper.

Right Price is cheaper by 44 pence

Smart buy:

One can costs 60p

Special offer: 10% off

Cost of each can after deducting special offer = 60p - (10% of 60p)

= 60p - (0.1 × 60p)

= 60p - (6p)

= 54p

cost of 6 cans = 54p × 6

= 324p

Right price:

One can costs = 70p

Special offer: 3 for 2

Cost of 2 cans = cost of one can × 2

= 70p × 2

= 140p

3 for 2 means you'll get 3 cans and pay for 2

In other words, 3 cans cost 140p

Cost of 6 cans = cost of 3 cans × 2

= 140p × 2

= 280p

Difference in cost of 6 cans = Smart buy - Right price

= 324p - 280p

= 44p

Read more:

https://brainly.com/question/20925847