how many glasses of cola each to be filled with 150 cu. cm of the liquid can be made from 5 family size bottle of cola each containing 1.5 liters?
1.5 liters x 5 = 7.5
7.5 x 1000 (1L=1000 cu cm) = 7,500
7500/150= 50 glasses of Cola
5*1.5*1000/150
Marvin shares the 1.5 liters of Coca-cola with his friends. If he fills each glass with 250 mL of Coca-cola how many glasses can he fill?
How did u determine the coordinates of the image without graphing the triangle
50
Well, if we do some calculations... 1.5 liters is equal to 1500 milliliters. So, each bottle contains 1500 milliliters of cola.
Now, if we divide 1500 milliliters by 150 milliliters (which is equivalent to 150 cubic centimeters), we get 10.
So, from each family size bottle of cola, you can make around 10 glasses of cola filled with 150 cubic centimeters.
Therefore, from 5 family size bottles of cola, you can make a total of... *drumroll*... 50 glasses of cola!
That's enough cola to fuel a small circus! Enjoy your fizzy beverage extravaganza! 🤡🥤
To find out how many glasses of cola can be filled with 150 cubic centimeters (cc) of liquid, you need to calculate the total volume of liquid in the 5 family-size bottles and then divide it by 150 cc.
First, let's convert the volume of each family-size bottle from liters to cubic centimeters:
1.5 liters = 1500 cubic centimeters (1 liter = 1000 cubic centimeters).
Now, let's calculate the total volume of liquid in the 5 bottles:
Total volume = Volume of each bottle × Number of bottles
Total volume = 1500 cc/bottle × 5 bottles
Total volume = 7500 cc
Finally, we divide the total volume by 150 cc to find the number of glasses that can be filled:
Number of glasses = Total volume / Volume of each glass
Number of glasses = 7500 cc / 150 cc
Number of glasses = 50 glasses
Therefore, you can make 50 glasses of cola, with each glass containing 150 cc of liquid, from the 5 family-size bottles of cola.