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Super Senses and Animal Behavior - Sleeping and Waking Patterns in Animals

Grade 5CBSE

Review the key concepts, formulae, and examples before starting your quiz.

🔑Concepts

Animals have varying sleep durations depending on their biological needs and environment. For example, a Python sleeps for 1818 hours while a Giraffe sleeps for only 22 hours.

The Sloth is a unique animal that spends almost 1717 hours a day sleeping while hanging upside down on a tree branch. It eats the leaves of the same tree and lives for about 4040 years.

Hibernation (Winter Sleep): Some animals, like lizards, are not seen during the winter season because they go into a long, deep sleep to survive the cold. This is known as 'Winter Sleep'.

Sleep Clocks: In textbooks, a 2424-hour cycle is often represented by a circle divided into 1212 equal sectors. Since there are 2424 hours in a day, each sector represents 2412=2\frac{24}{12} = 2 hours.

Nocturnal animals are active during the night and usually sleep during the day, whereas Diurnal animals are active during the day and sleep at night.

The relationship between total hours and sectors can be expressed as: Total Hours=Total Sectors×Time per Sector\text{Total Hours} = \text{Total Sectors} \times \text{Time per Sector}.

📐Formulae

Time represented by 1 sector=24 hours12 sectors=2 hours/sector\text{Time represented by 1 sector} = \frac{24 \text{ hours}}{12 \text{ sectors}} = 2 \text{ hours/sector}

Total Sleeping Hours=Number of shaded sectors×2\text{Total Sleeping Hours} = \text{Number of shaded sectors} \times 2

Waking Hours=24Sleeping Hours\text{Waking Hours} = 24 - \text{Sleeping Hours}

💡Examples

Problem 1:

In a 2424-hour clock diagram divided into 1212 sectors, the sleep pattern of a house cat shows 33 shaded sectors. Calculate the total hours the cat sleeps in a day.

Solution:

3×2=6 hours3 \times 2 = 6 \text{ hours}

Explanation:

In a 1212-sector clock representing 2424 hours, each sector equals 22 hours. Since 33 sectors are shaded, the total sleep time is 3×2=63 \times 2 = 6 hours.

Problem 2:

A Sloth sleeps for 1717 hours. If we represent this on a 1212-sector clock where each sector is 22 hours, approximately how many sectors should be shaded?

Solution:

Sectors=17 hours2 hours/sector=8.5 sectors\text{Sectors} = \frac{17 \text{ hours}}{2 \text{ hours/sector}} = 8.5 \text{ sectors}

Explanation:

To find the number of sectors, we divide the total sleep hours by the value of one sector (22 hours). Thus, 8.58.5 sectors would be shaded to represent the Sloth's sleep.

Problem 3:

If an animal sleeps for 34\frac{3}{4} of a day, calculate its sleeping hours and determine if it sleeps more than a Python (1818 hours).

Solution:

Sleeping Hours=34×24=18 hours\text{Sleeping Hours} = \frac{3}{4} \times 24 = 18 \text{ hours}

Explanation:

By multiplying the fraction of the day by 2424 hours, we find the animal sleeps for 1818 hours. This is exactly equal to the sleep duration of a Python.

Sleeping and Waking Patterns in Animals Revision - Class 5 Science CBSE