Poultry farming from last decade earn a good name in terms of income and employment generation in Kashmir valley. Taking this point as our concern we go through the cost benefit of poultry farming in Kashmir valley. As our study area is district Anantnag and we take one medium size poultry farm as our sample. The study shows that the income from poultry farming is so reasonable and normal profits are earned with less effort. So government should have to think about this industry and support them financially and give them new information’s and training regarding poultry farming through which the production and productivity increase. .
Let R be a commutative ring with A ( R ) {A(R)} its set of annihilating-ideals. The extended annihilating-ideal graph of R, denoted by AG ¯ ( R ) {\overline{\mathrm{AG}}(R)} , is an undirected graph with vertex set A ( R ) * = A ( R ) ∖ { 0 } {A(R)^{*}=A(R)\setminus\{0\}} and two vertices I 1 {I_{1}} and I 2 {I_{2}} are adjacent if and only if I 1 m I 2 n = 0 {I_{1}^{m}I_{2}^{n}=0} with I 1 m ≠ 0 {I_{1}^{m}\neq 0} and I 2 n ≠ 0 {I_{2}^{n}\neq 0} , for some positive integers m and n. In this paper, we first study some basic properties of AG ¯ ( R ) {\overline{\mathrm{AG}}(R)} and then we investigate the relationship between the extended annihilating-ideal graph AG ¯ ( R ) {\overline{\mathrm{AG}}(R)} , the annihilator-ideal graph A I ( R ) {A_{I}(R)} and the annihilating-ideal graph AG ( R ) {\mathrm{AG}(R)} of a commutative ring R.
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