TO MIX A PUNCH, LINDSAY BEGINS WITH 3 LITERS OF LEMON-LIME SODA AND ADDS 1,893 MILLILITERS OF CRANBERRY JUICE. HOW MANY 250 ML GLASSES OF PUNCH CAN BE SERVED. ROUND TO THE NEAREST TEN.

To determine how many 250 ml glasses of punch can be served, we need to find the total volume of the punch and then divide it by 250 ml.

First, let's convert the volume of the lemon-lime soda and cranberry juice to milliliters (since they have different units).

3 liters of lemon-lime soda = 3 * 1000 ml = 3000 ml
1,893 milliliters of cranberry juice = 1893 ml

Now we can find the total volume of the punch by adding the volumes of the soda and cranberry juice:

3000 ml + 1893 ml = 4893 ml

Next, we divide the total volume of the punch by the volume of one glass (250 ml) to find the number of glasses that can be served:

4893 ml ÷ 250 ml ≈ 19.572 glasses

Now, let's round this number to the nearest ten:

19.572 ≈ 20 glasses

Therefore, approximately 20 glasses of punch, each containing 250 ml, can be served.

Edward/Eddie/Lin/L -- please use the same name for your posts.

I'll be glad to check your answer for this question.

To mix a punch, Lindsay begins with 3 liters of lemon-lime soda and adds 1,893 milliliters of cranberry juice. How many 250-mL glasses of punch can be served? Note: Round to the nearest tenth

The answer is