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Water Resources and Conservation - Historical Water Management (Stepwells and Lakes)

Grade 5CBSE

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

🔑Concepts

Rainwater Harvesting: Historical water management focused on collecting and storing H2OH_2O through structures like stepwells and lakes to ensure availability during dry seasons.

Stepwells (Baoris): These are deep, multi-storeyed wells where people descend steps to reach the water. This design allows for the storage of large volumes of H2OH_2O while keeping it cool.

Interconnected Lakes: In ancient cities like Jaisalmer, lakes like Ghadsisar were designed such that when one lake overflowed, the H2OH_2O filled another lake at a lower level, connecting up to nine lakes in a series.

Groundwater Recharge: Historical structures allowed rainwater to seep into the ground, replenishing the local water table and ensuring that nearby wells remained functional.

Traditional Wisdom: Communities recognized the value of every drop of H2OH_2O, treating water sources as sacred places for festivals and social gatherings.

📐Formulae

H2OH_2O

Volume of Reservoir=Length×Width×DepthVolume\ of\ Reservoir = Length \times Width \times Depth

Density=MassVolumeDensity = \frac{Mass}{Volume}

💡Examples

Problem 1:

Why were steps constructed in a 'Baori' (Stepwell) instead of using a pulley system to draw H2OH_2O?

Solution:

Steps allowed people to reach the water level directly regardless of how high or low the H2OH_2O level was.

Explanation:

In a stepwell, the architecture allows for social gatherings and cooling during summers. By walking down, multiple people could access the H2OH_2O simultaneously without the need for ropes or buckets.

Problem 2:

If a rectangular tank used for rainwater harvesting has a length of 5 m5\ m, a width of 4 m4\ m, and a depth of 2 m2\ m, what is the total volume of H2OH_2O it can hold?

Solution:

Volume=5 m×4 m×2 m=40 m3Volume = 5\ m \times 4\ m \times 2\ m = 40\ m^3

Explanation:

The capacity of a water storage structure is calculated by multiplying its three dimensions. This helps engineers determine how much rainwater can be conserved.

Historical Water Management (Stepwells and Lakes) Revision - Class 5 Science CBSE