Rob had a pitcher containing 2 liters of lemonade. He poured an equal amount of lemonade into 14 glasses. How much lemonade was left over in the pitcher?
14/2000=142 r 12
𝑰𝑫𝑲
To find out how much lemonade was poured into each glass, we can divide the total amount of lemonade in the pitcher by the number of glasses it was poured into. In this case, Rob poured 2 liters of lemonade into 14 glasses.
So, 2 liters ÷ 14 glasses = 0.142857 liters per glass
Therefore, each glass contains approximately 0.142857 liters of lemonade.
To find out how much lemonade was left over in the pitcher, we subtract the total amount poured into the glasses from the initial amount in the pitcher.
Initial amount in the pitcher = 2 liters
Total amount poured into the glasses = (0.142857 liters per glass) × 14 glasses = 2 liters
So, to find the amount left over, we subtract:
2 liters - 2 liters = 0 liters
Therefore, there is no lemonade left over in the pitcher.
To find the amount of lemonade left over in the pitcher, we need to subtract the amount of lemonade poured into the glasses from the original amount in the pitcher.
The original amount of lemonade in the pitcher is given as 2 liters.
The amount of lemonade poured into each glass is equal, which means each glass received 2/14 liters or 1/7 liters of lemonade.
To find the total amount of lemonade poured into the glasses, we need to multiply the amount poured into each glass (1/7 liters) by the number of glasses (14).
1/7 liters * 14 glasses = 2 liters
Therefore, 2 liters of lemonade were poured into the glasses.
To find the amount of lemonade left over, we subtract the amount poured into the glasses from the original amount in the pitcher:
Original amount - Amount poured into glasses = Amount left over
2 liters - 2 liters = 0 liters
Therefore, there is 0 liters of lemonade left over in the pitcher.
almost, you are showing the division the wrong way
2 L = 2000 ml
2000 ml/14 glasses = 142 6/7 ml per glass
that means 142 ml will be in each glass (the equal amount part of the question)
with 6/7 of the divisor of 14 left over
which would be 12 ml left over
check:
so each glass would contain 142 ml
which takes care of 14(142) or 1988 ml,
leaving 12 ml left over