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There are various types of pollution, including air pollution, water pollution, soil pollution, noise pollution, and light pollution. Each type of pollution has different sources and impacts on the environment and human health.
It is impossible to stop pollution. You cannot people to use air conditioner or cars. You can reduce pollution. You can practise the 3'R with are reduce, reuse and recycle, to reduce all the type of pollution. Use electrical cars example hybrid cars to reduse air pollution. Throw rubbish in a proper place example in rubbish bin, to reduce land pollution, water pollution, air pollution, noise pollution and the spread of diseases like influenza A H1N1. Actually there are more than 3 ways to reduce pollution. You can find them in other web sites.
Pollution levels are usually highest during the morning and evening rush hours when traffic congestion is at its peak. Industrial activities and other sources of pollution can also contribute to higher pollution levels during the day.
Three common types of pollution that significantly impact human health are air pollution from vehicle emissions and industrial activities, water pollution from chemicals and waste disposal, and noise pollution from excessive noise levels in urban areas. These pollutants can contribute to respiratory diseases, cancer, reproductive issues, and other health problems.
Pollution.
The solution to land pollution is the three Rs. Reduce, Reuse and Recycle.
He paid 75 - 5 + 3 - 3 / x + 2 (the tip) = 74, where x = 3 (they were three friends).
The cast of The 3 Rs - 2011 includes: Mindy Ramaker
The 3 R's stand for: Reduce, Reuse, and Recycle. Perhaps the 3 Rs now stand for something else, but originally, the 3 Rs stood for (R)eading, w(R)iting, and a(R)ithmetic.
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In education the three Rs are reading, writing, arithmetic.
the 3 types of pollution are:eco pollutionnoise pollutionlight pollution
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Rs 2000. The amount a after n years of an amount c with interest rate r % is: a = c(1 + r/100)^n After 3 & 6 years of the question there is: Rs 4000 = c(1 + r/100)^3 Rs 8000 = c(1 + r/100)^6 Dividing the second by the first gives: Rs 8000 ÷ Rs 4000 = (c(1 + r/100)^6) ÷ (c(1 + r/100)^3) → 2 = (1 + r/100)^3 Using the first equation and substituting for (1 + r/100)^3 found above: Rs 4000 = c(1 + r/100)^3 = 2c → c = Rs 2000 Alternatively: As it is compound interest, the saved interest also attracts interest; the amount doubles in the 3 years from year 3 to year 6, so it doubles every 3 years. Therefore initially it must be half the value at 3 years → it is ½ × Rs 4000 = Rs 2000.