Max sees this special offer in a shop. Buy one large plate and get one small plate for half the normal price.

Max sees this special offer in a shop. Buy one large plate and get one small plate for half the normal price. The normal price of a large plate is £2 The normal price of a small plate is 80p Max wants to buy 6 large plates and 6 small plates using this offer. He has £15 Has Max got enough money? You must show how you get your answer.

Max encounters an enticing promotion at a local store, which states that upon purchasing one large plate, a customer can acquire a small plate at half the usual price. The standard cost for a large plate is £2, while a small plate typically retails for 80p. Intrigued by this deal, Max decides to take advantage of the offer by purchasing six large plates and six small plates. With a budget of £15, he must determine whether this amount is sufficient to cover his intended purchases.

To calculate the total cost, it is essential to first ascertain the price of the small plates under the promotional offer. Since the regular price of a small plate is 80p, the discounted price would be half of that, which amounts to 40p per small plate. Therefore, for six small plates, the total expenditure would be 6 multiplied by 40p, resulting in £2.40. Meanwhile, the cost for six large plates, at the standard price of £2 each, would total £12. Consequently, the overall cost for Max’s intended purchase of six large plates and six small plates can be computed by adding the two amounts together: £12 for the large plates and £2.40 for the small plates, yielding a grand total of £14.40.

Having established that the total expenditure is £14.40, it is now necessary to compare this figure with Max’s available budget of £15. Since £14.40 is less than £15, it is evident that Max possesses sufficient funds to complete his purchase. Thus, he can confidently proceed with acquiring the six large plates and six small plates while remaining within his financial means.