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Water—The Essence of Life - Traditional Water Management and Stepwells

Grade 5CBSE

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

🔑Concepts

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Water is the primary necessity for life; the chemical representation of water is H2OH_2O.

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In ancient times, people built 'Stepwells' or 'Baolis', which are deep wells with steps on all sides so that people could reach the water level directly.

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Ghadsisar was a famous system in Jaisalmer where 99 interconnected lakes were built to collect rainwater so that water was available throughout the year.

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Traditional water harvesting systems include 'Johads' (earthen check dams) and 'Tankas' (underground tanks built inside houses to store rainwater).

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Rainwater harvesting is the process of collecting and storing rainwater for future use rather than letting it run off, helping to recharge the groundwater level.

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Customs and festivals are often related to water, such as the celebration in Uttarakhand where a new bride bows to the spring or pond.

📐Formulae

Total Water Stored=Capacity of Lake 1+Capacity of Lake 2+⋯+Capacity of Lake n\text{Total Water Stored} = \text{Capacity of Lake 1} + \text{Capacity of Lake 2} + \dots + \text{Capacity of Lake } n

1 liter=1000 ml1 \text{ liter} = 1000 \text{ ml}

Water Saved=Total Water Available−Total Water Consumed\text{Water Saved} = \text{Total Water Available} - \text{Total Water Consumed}

💡Examples

Problem 1:

A village traditional tank has a capacity of 8500 liters8500 \text{ liters}. During the summer, 4675 liters4675 \text{ liters} of water were used. How much water is left in the tank? Solve using vertical subtraction.

Solution:

8500−46753825\begin{array}{r} 8500 \\ - 4675 \\ \hline 3825 \end{array}

Explanation:

To find the remaining water, we subtract the used quantity (4675 liters4675 \text{ liters}) from the total capacity (8500 liters8500 \text{ liters}), resulting in 3825 liters3825 \text{ liters}.

Problem 2:

A school building collects rainwater from two different roof sections. Section A collects 1250 liters1250 \text{ liters} and Section B collects 2850 liters2850 \text{ liters}. What is the total water harvested?

Solution:

1250+28504100\begin{array}{r} 1250 \\ + 2850 \\ \hline 4100 \end{array}

Explanation:

By adding the water collected from both sections (1250+28501250 + 2850), we determine that the total harvested water is 4100 liters4100 \text{ liters}.

Problem 3:

If a family saves 15 liters15 \text{ liters} of water every day by using a bucket instead of a shower, how much water will they save in 30 days30 \text{ days}?

Solution:

15×30=450 liters15 \times 30 = 450 \text{ liters}

Explanation:

Multiplying the daily savings (15 liters15 \text{ liters}) by the number of days (3030) gives a total saving of 450 liters450 \text{ liters}.

Traditional Water Management and Stepwells Class 5 Notes & Examples