Question

В бочонке у винни-пуха было 2 1/7 кг мёда.за завтраком он съел 6/7 кг мёда.затем к нему в гости пряшол пяточек и принёс горшочек ,в котором было 1 5/7 кг мёда.друзья отметили это событие и съели совместно 2 4/7 кг мёда.сколько мёда осталось у винни?

Answer 1

2 1/7 - 6/7= 1 8/7 - 6/7= 1 2/7
1 2/7 + 1 5/7= 2 7/7
2 7/7 - 2 4/7= 3/7

Answer 2

Calculation of Honey Consumed:

To calculate the amount of honey consumed, we need to add up the amounts of honey that Winnie-the-Pooh ate for breakfast and the honey that he and his friends ate together.

Winnie-the-Pooh ate 6/7 kg of honey for breakfast [[1]].

Winnie-the-Pooh and his friends ate 2 4/7 kg of honey together [[2]].

To find the total amount of honey consumed, we add these two amounts:

6/7 kg + 2 4/7 kg = 6/7 kg + 18/7 kg = 24/7 kg + 18/7 kg = 42/7 kg = 6 kg.

Calculation of Remaining Honey:

To find the amount of honey remaining, we subtract the amount of honey consumed from the initial amount of honey in the jar.

The initial amount of honey in the jar was 2 1/7 kg [[3]].

To find the remaining amount of honey, we subtract the amount consumed (6 kg) from the initial amount:

2 1/7 kg - 6 kg = 2 1/7 kg - 42/7 kg = 2 kg - 6 kg = -4 kg.

Since the result is negative, it means that Winnie-the-Pooh and his friends consumed more honey than was initially in the jar. Therefore, there is no honey left in the jar.

Conclusion:

After Winnie-the-Pooh and his friends had breakfast and celebrated the event, there was no honey left in the jar. They consumed a total of 6 kg of honey, which exceeded the initial amount of honey in the jar, which was 2 1/7 kg.