Question

По стволу дерева высотой 6 метров ползёт муравей ЗА ДЕНЬ ОН ПОДНИМАЕТСЯ НА 4 МЕТРА А Ночью ОПУСКАЕТСЯ НА 3 МЕТРА сколько времени времени ему понадобится для того что бы добраться до вершины дерева ?

Answer 1

6:(4-3)=6:1=6 дней ему понадобится для того, чтобы добраться до вершины дерева.

Answer 2

В день он проползает 1 метр. 6 дней

Answer 3

Calculation of the Ant's Journey

To calculate the time it will take for the ant to reach the top of the tree, we need to consider its daily climbing and descending pattern.

According to the information provided, the ant climbs 4 meters during the day and descends 3 meters at night. The tree is 6 meters tall.

Let's break down the ant's journey step by step:

1. During the day, the ant climbs 4 meters. 2. At night, the ant descends 3 meters. 3. The ant repeats this pattern until it reaches the top of the tree.

To calculate the number of cycles the ant needs to complete, we can subtract the height the ant climbs during the day from the total height of the tree and divide it by the difference between the height climbed during the day and the height descended at night.

Let's calculate it:

Total height of the tree: 6 meters Height climbed during the day: 4 meters Height descended at night: 3 meters

Number of cycles = (Total height of the tree - Height climbed during the day) / (Height climbed during the day - Height descended at night)

Number of cycles = (6 - 4) / (4 - 3)

Number of cycles = 2 / 1

Number of cycles = 2

Since the ant completes one cycle per day, it will take the ant 2 days to reach the top of the tree.

Please note that the calculation assumes that the ant starts climbing from the base of the tree and that it follows the same climbing and descending pattern every day.

I hope this helps! Let me know if you have any further questions.