Science, asked by OmisLive, 2 months ago

a short note on (GAP)Ganga

Action Plan and what are its aims.

Answers

Answered by llXxDramaticKingxXll
7

Ganga Action Plan

The Ganga Action plan was launched in India on 14th January 1986 by Rajiv Gandhi. Its main objective was to protect the river from the hazards of pollution. It aims at improving the quality of its water and preventing further pollution. It acts by preventing the industrial waste from being dumped into the waters.

What is the aim of Ganga Action Plan ?

The main aim of Ganga Action Plan is to control of non - point pollution from agricultural run off, human defection, cattle wallowing and throwing of unburnt and half burnt bodies into the river.

I hope you understand thanks

Answered by ᏚɑvɑgeᏀurL
16

Answer:

Given :-

It is given to find whether which fraction should be added to \sf 5\frac{4}{15}5154 to get \sf 12\frac{3}{5}1253 .

Answer :-

Heyo! You can use the following Solution below;

Let's first solve the mixed fractions to improper fractions.

\begin{gathered} \sf{5 \frac{4}{15} } \: \: and \: \: 12 \frac{3}{5} \\ \end{gathered}5154and1253

\begin{gathered} \leadsto \sf{ \frac{79}{15} } \: \: and \: \: \frac{63}{5} \\ \end{gathered}⇝1579and563

⠀2. Now, we can form a linear equation ⠀⠀⠀to find the number which must be ⠀⠀⠀added to \sf \frac{79}{15}1579 to ⠀⠀⠀get \sf \frac{63}{5}563 .

\begin{gathered} \sf{x + \frac{79}{15} = \frac{63}{5} } \\ \end{gathered}x+1579=563

\begin{gathered} \leadsto \sf{x = \frac{63}{5} - \frac{79}{15} } \\ \end{gathered}⇝x=563−1579

\begin{gathered} \leadsto \sf{x = \frac{63 - 79}{30} } \\ \end{gathered}⇝x=3063−79

\begin{gathered} \leadsto \sf{ x = \frac{ - 16}{30} } \\ \end{gathered}⇝x=30−16

\begin{gathered} \leadsto \sf{x = \frac{ \cancel{ - 16}}{ \cancel{30}}} \\ \end{gathered}⇝x=30−16

\begin{gathered} \leadsto \sf{x = \frac{ - 8}{15} } \\ \end{gathered}⇝x=15−8

\dashrightarrow⇢ Hence, \bf \frac{-8}{15}15−8 must be added to \sf{5\frac{4}{15}}5154 to get \sf{12\frac{3}{5}}1253 .

\begin{gathered} \\ \end{gathered}

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