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Summary

New Environment Class 10

## OVERVIEW OF THE PREVIOUS CLASS (01:19 PM)

## SACRED GROOVES (01:29 PM)

- These tracts of virgin forest are left untouched by local inhabitants and protected by local people due to their culture and religious beliefs.
- **LIST OF SACRED GROOVES**
- ![](https://th.bing.com/th/id/OIP.VB5Z04C-6U4ZgRLK2lcMYAAAAA?rs=1&pid=ImgDetMain)
- **SIGNIFICANCE OF SACRED GROOVES (01:41 PM)**
- 1)Conservation of biodiversity by protecting the native and endemic species present in the sacred grooves.
- 2)Carbon sequestration.
- 3)Religious and cultural significance, Various sacred grooves are associated with myths, legends and religious practices providing a distinctive cultural identity.
- 4)Medicinal usage: The sacred grooves protect various traditionally used medicinal plants.
- 5)Protect traditional practices associated with the tribal living and their culture.
- 6)The sacred grooves are located near water sources such as springs and streams help in protecting the area and enhancing the water availability.
- 7)They provide opportunities for scientific research and environmental education.
- 8)Community governance: It results in the development of a sense of ownership and responsibility resulting in sustainable use and protection.

## ENVIRONMENTAL DEGRADATION (01:53 PM)

- **A)WATER STRESS AND POLLUTION**
- Water stress is a situation where the supply of quality water does not match the water demand. i.e. Demands exceed supply. It is measured using the **Falkenmark** **index.** It calculates the per capita availability of water in any country.
- A country is said to be water stressed if the per capita availability of waterfalls is less than 1700 meters cube/per person/year. India Data: 1545 (2011 census) with the world rank of 13.
- If the Percapita availability is less than 1700 m3/per/year then the situation is called water scarcity.
- Of the total earth's water only 3% is fresh water, and out of the total freshwater Icecaps and glaciers account for 68.7 % of groundwater constitute 30.1 % 0.3% is surface water and the rest is others.
- Of the fresh surface water lakes constitutes 87%,swamps 11% and rivers 2%.Swamps are shallow wetlands, But not easily accessible.
- **REASONS BEHIND WATER SCARCITY**
- A)SUPPLY SIDE
- 1)Nature of Indian drainage system, The peninsula rivers are old and deficient and seasonal in nature. Himalayan rivers are young abundant and perineal in nature.
- 2)Plateau rocks of the peninsular region.
- B)DEMAND SIDE
- 1)Pollution which degrades the quality of water.
- 2)Unsustainable extraction of groundwater for both drinking as well as agriculture due to the unplanned nature of work.
- 3)Unplanned Urbanization.Example: Bangalore's rapid urbanization.
- 4)Increased population so the Increased water demand for water
- 5)Deforestation, Overgrazing.
- 6) Interstate water disputes which stop us from efficiently using the water.

## WATER STRESS MEASURES OR MEASURES TO CONSERVE WATER (02:49 PM)

- 1)RRR (Reduce, Reuse and Recycle)
- REDUCE
- It involves a reduction of water intensity, starting at the household level.
- REUSE
- RO water outlet the waste generated is huge so use it for other purposes like cleaning etc.
- RECYCLE
- The concept here is not just to reuse it as it is but to recycle it and then  reuse
- 2)Pollution control
- Stringent implementation and community participation.
- 3)Reforestation and afforestation in the catchment area.
- 4)Sustainable agricultural practices like Intercropping, Mixed cropping etc.
- 5)Interlinking of river.

## WATERSHED MANAGEMENT (03:28 PM)

- Area of land where all the water that is under it or drains off it collects into one water body.
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)

## RAINWATER HARVESTING (03:40 PM)

- It is a technique of collection, storage, and usage of rainwater using natural reservoirs or tanks or recharge pits or infiltration of surface water into sub-surface aquifers.
- Rainwater harvesting involves rooftop harvesting or in situ harvesting using recharge Pitts or surface water collection using check dams or groundwater recharge using ponds and lakes.
- **TRADITIONAL WATER HARVESTING SYSTEM-LOCAL NAMES**
- ZINGS-Ladakh
- Jhalaras-Jodhpur
- Ahar panes- Bihar
- Eri system-Tamil Nadu
- Bhandara Phad-Maharashtra.
- Kund-Western Rajasthan and Gujarat.
- Panam Keni-Kerala.

## WILDLIFE (04:00 PM)

- Among all the big cats the loudest roar is of the lion (Can be heard upto 5 km).
- The lion is the king of the grassland (Not the forest)
- There are two categories of lion one is African and another one is Asiatic lion. The IUCN status of the African lion is endangered.
- The mane of the African lion is very thick and the Asiatic lion mane is relatively thin.
- The belly fold is only visible in the Asian lion, not the African lion.
- The Gropu of the lion is called Pride.
- Gir is the only region where we find lions in India.
- 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)
- Male lions are relatively powerful but donot hunt. They just protect the cubs. It is the lioness who goes hunting and is more ferocious.

## The topic for the next class:

Water & Air Pollution.