Under offer (2), you get 1.25 litres for £1.20, or £0.96 per litre.
I have a question, which seems badly worded to me?
Question;
A super market has the following two offers on fruit smoothies
1/ 25% off the usual price
2/ 25% extra free
The usual price of the smoothie is £1.20 per litre carton.
The question asks;
Calculate the price per litre of smoothie under offer (2)
Surely if the offer 2 is 25% extra free, then the price is still the same at £1.20?
or is it £1.51, which then suggests that its not free?
Any help appreciated
The price will be the same in real life but here the question asks the price per litre. In other words you'll need to work out the new volume, then divide the price (which is the same) by the new volume
Evidently your new volume is simple 1L + 0.25L = 1.25L while your price remains £1.20
Thus the price per litre is 96p
(Interestingly it turns out that offer 1 gives you 90p per litre thus making it the better offer)
edit: because I'm bored the equilibrium point (when the two offers are equal in price per litre is 18.03%) - this falls well outside the scope of your question as does everything in red
I understand what you have said above I think, but am a little confused were 0.96 p came from?
I see it as; 1000 / 1025 = 0.97 p, but this can't quite be right because 0.97 x 1.25 = £1.21?
Having looked on the calculator, the integar after 7 is a 5, so surely it can't be rounded down?
David
Edited to say, sorry late learning curve. I see where the 0.96p arrived from now?
£1.20 / 1.25L = £0.96 p