Question

The people of chirrapunchi waste water. they face water problem.( combine using if)​

Answer 1

Explanation:

Water Privatization and Implications in India Anitha Sampath, Balakrishnan Kedarnath, Chandrika Ramanujam, Hozefa Haidery, Rajesh Rao, Ravishankar Arunachalam, Sandhya Govindaraju, Vennila Thirumalavan, Vishv Jeet Association for India’s Development,* 1 University Station A6220, SOC #108, Austin, TX, 78712 USA Introduction The United Nations has recognized access to water as a basic human right, stating that water is a social and cultural good, not merely an economic commodity. Since ancient times, water has been recognized universally as an invaluable resource. The bible quotes ‘I am the Alpha and the Omega, the beginning and the end. To the thirsty I will give water without price - Revelation 21:6’. In Islam, the Sharia law in Koran literally translates to laws of sharing water. Today, due to increasing consumption patterns, water is becoming scarce and this scarcity is an emerging threat to the global population, rendering the adages of the Bible and Koran irrelevant. Global consumption of water is doubling every 20 years, more than twice the rate of human population growth. At present more than one billion people on earth already lack access to fresh drinking water. By the year 2025 the demand for freshwater is expected to rise to 56% above what currently available water can deliver, if current trends persist.1 To solve the growing water crisis, the solution that is proposed and pushed by world bodies such as WTO and IMF through international agreements such as GATS is privatization of water, which in effect leads to treatment of water as a commodity. The argument put forth for water privatization is that increased cost for water will promote conservation. This commodification of water has already happened in several developed countries and is being pushed in many developing countries through structural adjustment policies. The control of water by private companies takes away this resource from the public and puts it in corporate control. In this paper, we argue that privatization of water is a violation of basic rights of citizens and that privatization creates water monopolies and brings about more disparity in access to water. This paper is divided into three main sections. The first section discusses consumption patterns, water availability in India. Section II examines water privatization in the context of national water policy – using the experience gained from several case studies around the world to counter the arguments for privatization that are usually put forward by the pro-privatization lobby including, national governments, water corporations, world bank and IMF. The last section discusses several community based participatory models for water harvesting, distribution and watershed management. Water Resources and Consumption Pattern in India If per capita water availability is any indication, ‘water str

Answer 2

Answer:

Correct Question -

The circumference of two circle are in the ratio 2 : 3. Find the ratio of their areas.

Given -

Ratio of their circumference = 2:3

To find -

Ratio of their areas.

Formula used -

Circumference of circle

Area of circle.

Solution -

In the question, we are provided, with the ratios of the circumference of 2 circles, and we need to find the ratio of area of those circle, for that first we will use the formula of circumference of a circle, then we will use the formula of area of circles. We will be writing 1 equation in it too.

So -

Let the circumference of 2 circles be c1 and c2

According to question -

c1 : c2

Circumference of circle = 2πr

where -

π = $\tt\dfrac{22}{7}$

r = radius

On substituting the values -

c1 : c2 = 2 : 3

2πr1 : 2πr2 = 2 : 3

$\tt\dfrac{2\pi\:r\:1}{2\pi\:r\:2}$ = $\tt\dfrac{2}{3}$

$\tt\dfrac{r1}{r2}$ = $\tt\dfrac{2}{3}$$\longrightarrow$ [Equation 1]

Now -

Let the areas of both the circles be A1 and A2

Area of circle = πr²

So -

Area of both circles = πr1² : πr2²

On substituting the values -

A1 : A2 = πr1² : πr2²

$\tt\dfrac{A1}{A2}$ = $\tt\dfrac{(\pi\:r1)}{(\pi\:r2)}^{2}$

$\tt\dfrac{A1}{A2}$ = $\tt\dfrac{(r1)}{(r2)}^{2}$

$\tt\dfrac{A1}{A2}$ = $\tt\dfrac{(2)}{(3)}^{2}$ [From equation 1]

So -

$\tt\dfrac{A1}{A2}$ = $\tt\dfrac{4}{9}$

$\therefore$ The ratio of their areas is 4 : 9

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