NdalamaAkawunti

Mawerengedwe a tchuthi ku kuchotsedwa

Yowerengera kugulitsa severance analimbikitsa polemba logwirizana mawonekedwe T-61. ntchito zake nkhani, koma amalola kuti bungwe deta zofunika ndi kuchepetsa mosavuta zolakwika.

Choyamba chikalata adzakhala analowa zokhudza malipiro ndi ndalama zina accrued m'nthawi zolipiritsa wa miyezi 12 yapitayo mwezi wa kuchotsedwa. Tchuthi malipiro masamu zochokera Uwerenge Malipilo zotsatirazi: malipilo, nabavok ndi mabonasi accrued malinga ndi mgwirizano pa ntchito kapena mkati normative mchitidwe wa kumalo a ntchito (mwachitsanzo, malo pa mabonasi). Sidzitengera mu ubwino chifukwa chikhalidwe, chithandizo cha ndalama, mphatso, malipiro a Mapangano boma, umafunika mmodzi, osati malamulo ndi mgwirizano pa ntchito.

Kenako, muyenera kudziwa kugulitsa zinachitikira - chiwerengero cha masiku amene akhala ntchito mu nyengo ya kuthetsa. Mu mawerengedwe ayenera kuganizira: ntchitoyo, chodwala, maholide analipira, tchuti pa ndalama zake palibe masiku zoposa 14, lamulo, pamene sitili pa ntchito chifukwa kuchotsedwa chilolezo kapena kuchotsedwa ku ofesi. Palibe chifukwa amatengedwa kujombajomba, pamene yovomerezeka kuchotsedwa ntchito, nthawi kuchokera owonjezera masiku 14 childcare tchuthi (kupatulapo akazi ntchito ganyu).

Kudziwa kugulitsa zinachitikira O, ntchito njira: O = 29,4 *

+ H; kumene 29,4 - avareji yapachaka chiwerengero cha masiku; P - chiwerengero cha miyezi ntchito yonse; N - masiku kalendala kuti athe kuutsiriza miyezi n'komwe. Chizindikiro H ndi yopangidwa motere: N = 29,4 / H1 * H2; kumene N1 - chiwerengero cha masiku kalendala m'mwezi, anakhala incompletely; H2 - chiwerengero cha masiku ntchito.

Mu mawerengedwe a holide lilinso ndi mawerengedwe wamba zasungidwa tsiku NW, zomwe zikhoza kupangidwa mu Njira ziwiri.

Ngati kumene wogwila ntchito alibe nthawi sanali m'gulu zinachitikira holide, mawerengedwe a zizichitidwa motere: SW = C / P / 29,4;

kumene C - kuchuluka kwa Malipilo pa nthawi zolipiritsa;

P - chiwerengero cha miyezi ntchito kwathunthu.

Pamaso pa nthawi tsankho zikusonyeza ndondomeko ina ya computations: W = C / (29.4 * P + H);

C - kuchuluka kwa Malipilo pa nthawi zolipiritsa;

P - chiwerengero cha miyezi ntchito yonse;

N - masiku kalendala m'miyezi ntchito kwathunthu.

Kenako anatsimikiza chiwerengero cha makuponi tchuthi masiku D:

D = R / 12 * P-Ine;

kumene F - kumasulidwa nthawi (monga Tinganene ndi masiku 28);

P - chiwerengero cha miyezi ntchito yonse;

Ndipo - chiwerengero cha masiku poyamba mopepuka tchuthi.

Nkofunika kukumbukira kuti mwezi umene zinayenda osachepera theka la masiku ntchito, amaona wathunthu. Ngati wogwira ntchito wachita zosakwana hafu, mwezi uno mulibe mu mawerengedwe a. Nthawi zambiri chifukwa cha kuwerengetsa chiwerengero cha masiku a tchuthi analandira osati inteja. Kuyenera kumanzere zikutsatiridwa kapena anagwidwa.

tchuthi malipiro kuchita masamu malinga ndi njira:

K = NW * Ndipo;

kumene K - kuchuluka kwa malipiro a tchuthi ndi ;

NW - pafupifupi zasungidwa tsiku;

Ndipo - chiwerengero cha masiku poyamba mopepuka tchuthi.

Ndi mtundu wa T-61 lili tebulo mawerengedwe phindu wogwila ntchito zimene zimagwirizana kuchuluka kwa accrued malipiro a tchuthi ndi msonkho munthu kumana.

Nthawi zambiri zimachitika mu makampani chizoloŵezi kuwombera patchuthi. Imeneyi, malinga ndi mawerengedwe malamulo yowerengera ayenera imawunikidwa monga malipiro a nthawi ntchito ndi tchuthi isanafike kuchotsedwa. Choncho, ngati nthawi yake ndi masiku 28, ndi mawerengedwe a tchuthi mukufuna kuwonjezera masiku 2,33, umene kudziunjikira pa holide. Kuyenera anawonjezera kuti ufulu 28. Tsiku holide pali membala ndodo kumapeto kwa miyezi 11 ntchito. Choncho, malipiro a holide zonse akhoza analandira pambuyo miyezi 10,5 ntchito.

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