Biology
Grade-8
Easy
Question
This is an example of:
![](data:image/png;base64,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)
- Mimicry
- Camouflage
- Migration
- Hibernation
Hint:
Simulation of wasps with a yellow‐black abdominal pattern by other insects (commonly called “wasp mimicry”) is traditionally considered a case of resemblance of unprofitable by profitable prey causing educated predators to avoid models and mimics to the advantage of both.
The correct answer is: Mimicry
Mimicry is an adaptation in which one animal evolves to look like another animal. Many animals use mimicry to avoid predators, but some predators use mimicry to obtain food. Some parasites even use mimicry to help them escape detection.
Related Questions to study
Biology
When the peacock spreads its feathers to attract females for mating, the type of behaviour is called?
When the peacock spreads its feathers to attract females for mating, the type of behaviour is called?
BiologyGrade-8
Biology
Match the following:
![](data:image/png;base64,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)
Match the following:
![](data:image/png;base64,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)
BiologyGrade-8
Biology
Camels can survive a week or more without water.
Camels can survive a week or more without water.
BiologyGrade-8
Biology
When an animal or plant copies a characteristic of some other organism in order to better its chances of survival and reproduction is called:
When an animal or plant copies a characteristic of some other organism in order to better its chances of survival and reproduction is called:
BiologyGrade-8
Biology
If the temperature of the Earth increases gradually and the surroundings become drier, which of the following plant would more likely survive?
If the temperature of the Earth increases gradually and the surroundings become drier, which of the following plant would more likely survive?
BiologyGrade-8
Biology
Succulents grow in which region?
Succulents grow in which region?
BiologyGrade-8
Biology
The arctic environment has lower temperatures ranging between −22°C and 6°C, with snow covering the majority of the area. Which adaptation would be favourable for the survival of a population of organisms in this environment:
The arctic environment has lower temperatures ranging between −22°C and 6°C, with snow covering the majority of the area. Which adaptation would be favourable for the survival of a population of organisms in this environment:
BiologyGrade-8
Biology
What is INCORRECT about hibernation.
What is INCORRECT about hibernation.
BiologyGrade-8
Biology
An adaptation where animals move to a different habitat in search of food, water and shelter is known as:
An adaptation where animals move to a different habitat in search of food, water and shelter is known as:
BiologyGrade-8
Biology
The flexible jaw of a snake is a:
The flexible jaw of a snake is a:
BiologyGrade-8
Biology
During hibernation, animals show which of the following changes?
During hibernation, animals show which of the following changes?
BiologyGrade-8
Biology
______________ allows an organism to survive better in its environment
- Such changes occur in the organisms that helps them to survive better in the environment. This is called adaptation.
- These changes occur at genetic level and pass on to the next generation.
- These adaptations can be structural, behavioral or physiological.
- For example, most of the animals found in desert have a thick dermis layer on their body that assure minimum water loss.
______________ allows an organism to survive better in its environment
BiologyGrade-8
- Such changes occur in the organisms that helps them to survive better in the environment. This is called adaptation.
- These changes occur at genetic level and pass on to the next generation.
- These adaptations can be structural, behavioral or physiological.
- For example, most of the animals found in desert have a thick dermis layer on their body that assure minimum water loss.
Biology
Animals migrate because of:
- Animals migrate according to the season.
- The conditions of the place in a season becomes unfavorable.
- The animals can't survive or breed in such conditions, so they move to the other place. The distance of the travel can be around 25 miles.
- They migrate because of high or very low temperature conditions or unavailability of food.
- Bar headed geese migrate from Himalaya to south Asia in winter season.
- They travel 1000 miles.
- The condition of this place when becomes unfavorable they again move to the Himalayas.
Animals migrate because of:
BiologyGrade-8
- Animals migrate according to the season.
- The conditions of the place in a season becomes unfavorable.
- The animals can't survive or breed in such conditions, so they move to the other place. The distance of the travel can be around 25 miles.
- They migrate because of high or very low temperature conditions or unavailability of food.
- Bar headed geese migrate from Himalaya to south Asia in winter season.
- They travel 1000 miles.
- The condition of this place when becomes unfavorable they again move to the Himalayas.
Biology
The phenomenon in which animals go into a deep sleep is known as
- Hibernation and aestivation are also types of behavioural adaptation.
- During winters animals show hibernation.
- They avoid normal activities like hunting or roaming.
- Also they slower their metabolic rate, heart rate and breathing rate.
- So that they can save their energy.
- Most of the bears and snakes go into a deep sleep.
The phenomenon in which animals go into a deep sleep is known as
BiologyGrade-8
- Hibernation and aestivation are also types of behavioural adaptation.
- During winters animals show hibernation.
- They avoid normal activities like hunting or roaming.
- Also they slower their metabolic rate, heart rate and breathing rate.
- So that they can save their energy.
- Most of the bears and snakes go into a deep sleep.
Biology
Camels can drink up to how many liters of water in one go?
- Camel is found in the desert.
- The temperature is around 50 C during summer.
- There is a lesser availability of food and water. The environment is also dry.
- So the camel has to survive in such conditions and it shows many adaptations like it can live without drinking water for 7 days.
- It can live for a maximum of 15 days without drinking water.
- It can drink around 100 to 200 water once.
- The water is stored in its blood.
- Also in the hot temperature, it is required to resist water loss.
- So, they do not sweat much and due to low metabolism, their body temperature is lesser.
Camels can drink up to how many liters of water in one go?
BiologyGrade-8
- Camel is found in the desert.
- The temperature is around 50 C during summer.
- There is a lesser availability of food and water. The environment is also dry.
- So the camel has to survive in such conditions and it shows many adaptations like it can live without drinking water for 7 days.
- It can live for a maximum of 15 days without drinking water.
- It can drink around 100 to 200 water once.
- The water is stored in its blood.
- Also in the hot temperature, it is required to resist water loss.
- So, they do not sweat much and due to low metabolism, their body temperature is lesser.