設(shè)備回收期限中(甲公司2018年12月1日購(gòu)入生產(chǎn)設(shè)備一臺(tái),入賬價(jià)值為20萬(wàn)元,采用年數(shù)總和法計(jì)提折舊,預(yù)計(jì)凈殘值為5000元,預(yù)計(jì)使用年限為五年,2019年底該生產(chǎn)設(shè)備的可回收金額為12萬(wàn)元,則2019年12月31日該生產(chǎn)設(shè)備的賬面價(jià)值為多少元。)
發(fā)布時(shí)間:2023-07-02
- 甲公司2018年12月1日購(gòu)入生產(chǎn)設(shè)備一臺(tái),入賬價(jià)值為20萬(wàn)元,采用年數(shù)總和法計(jì)提折舊,預(yù)計(jì)凈殘值為5000元,預(yù)計(jì)使用年限為五年,2019年底該生產(chǎn)設(shè)備的可回收金額為12萬(wàn)元,則2019年12月31日該生產(chǎn)設(shè)備的賬面價(jià)值為多少元。
- 公司被收購(gòu)后賠償標(biāo)準(zhǔn)
- 中財(cái)題目企業(yè)2003年1月1日購(gòu)入一項(xiàng)專利權(quán),實(shí)際成本為200萬(wàn),攤銷年限為10年,采用直線法攤銷。2007年12月31日,該無(wú)形資產(chǎn)發(fā)生減值,預(yù)計(jì)可回收金額為70萬(wàn)。計(jì)提減值準(zhǔn)備后,該無(wú)形資產(chǎn)
- 1.星海公司打算購(gòu)買一臺(tái)設(shè)備以擴(kuò)充生產(chǎn)能力。現(xiàn)有甲、乙兩個(gè)方案可供選擇。甲方案需 投入00000元購(gòu)置設(shè)備,設(shè)備使用壽命5年,采用直線法計(jì)提折舊,5年后設(shè)備無(wú)殘值 中每年?duì)I業(yè)收入為60000元,付現(xiàn)成本為20000元。方案需投入0000元購(gòu)置設(shè)備,墊支30000 營(yíng)運(yùn)資金,設(shè)備使用壽命為5年,采用直線法計(jì)提折舊,5年后凈殘值為20000元。5年中每年?duì)I 入為80000元,第1年付現(xiàn)成本為30000元,往后每年增加修理費(fèi)和維護(hù)費(fèi)4000元。假設(shè)所得 率為25%。要求: )計(jì)算兩個(gè)方案的初始現(xiàn)金凈流量、各年的營(yíng)業(yè)現(xiàn)金凈流量、終結(jié)現(xiàn)金凈流量(6分) )計(jì)算兩個(gè)方案的投資回收期、凈現(xiàn)值,并判斷兩者的決策結(jié)果是否一致(6分) )分析投資回收期和凈現(xiàn)值的優(yōu)缺點(diǎn)。(6分) 知 PVIFAI0L5=3.791 PVIF10.0
- 光伏發(fā)電設(shè)備到了使用年限后怎么處理
甲公司2018年12月1日購(gòu)入生產(chǎn)設(shè)備一臺(tái),入賬價(jià)值為20萬(wàn)元,采用年數(shù)總和法計(jì)提折舊,預(yù)計(jì)凈殘值為5000元,預(yù)計(jì)使用年限為五年,2019年底該生產(chǎn)設(shè)備的可回收金額為12萬(wàn)元,則2019年12月31日該生產(chǎn)設(shè)備的賬面價(jià)值為多少元。
長(zhǎng)按保存二維碼![](data:image/png;base64,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)
公司被收購(gòu)后賠償標(biāo)準(zhǔn)
為幫您更好的解決法律問(wèn)題,您可以直接向我咨詢并描述自身詳細(xì)情況,本地律師24小時(shí)在線為您解答。
中財(cái)題目企業(yè)2003年1月1日購(gòu)入一項(xiàng)專利權(quán),實(shí)際成本為200萬(wàn),攤銷年限為10年,采用直線法攤銷。2007年12月31日,該無(wú)形資產(chǎn)發(fā)生減值,預(yù)計(jì)可回收金額為70萬(wàn)。計(jì)提減值準(zhǔn)備后,該無(wú)形資產(chǎn)
借 其他貨幣資金——銀行匯票 35100 貸 主營(yíng)業(yè)務(wù)收入 30000 應(yīng)繳稅費(fèi)——增值稅 5100 借 銀行存款 35568 貸 其他貨幣資金——銀行匯票 35100 財(cái)務(wù)費(fèi)用 468
1.星海公司打算購(gòu)買一臺(tái)設(shè)備以擴(kuò)充生產(chǎn)能力。現(xiàn)有甲、乙兩個(gè)方案可供選擇。甲方案需 投入00000元購(gòu)置設(shè)備,設(shè)備使用壽命5年,采用直線法計(jì)提折舊,5年后設(shè)備無(wú)殘值 中每年?duì)I業(yè)收入為60000元,付現(xiàn)成本為20000元。方案需投入0000元購(gòu)置設(shè)備,墊支30000 營(yíng)運(yùn)資金,設(shè)備使用壽命為5年,采用直線法計(jì)提折舊,5年后凈殘值為20000元。5年中每年?duì)I 入為80000元,第1年付現(xiàn)成本為30000元,往后每年增加修理費(fèi)和維護(hù)費(fèi)4000元。假設(shè)所得 率為25%。要求: )計(jì)算兩個(gè)方案的初始現(xiàn)金凈流量、各年的營(yíng)業(yè)現(xiàn)金凈流量、終結(jié)現(xiàn)金凈流量(6分) )計(jì)算兩個(gè)方案的投資回收期、凈現(xiàn)值,并判斷兩者的決策結(jié)果是否一致(6分) )分析投資回收期和凈現(xiàn)值的優(yōu)缺點(diǎn)。(6分) 知 PVIFAI0L5=3.791 PVIF10.0
長(zhǎng)按保存二維碼![](data:image/png;base64,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)
光伏發(fā)電設(shè)備到了使用年限后怎么處理
你好,按照行業(yè)規(guī)定在光伏電站運(yùn)行25年之后,組件衰減到原本的80%。但是并不是代表此光伏電站不發(fā)電,按照目前的物價(jià)水平25年后的電費(fèi)大約1.2元多一度電。到時(shí)候需要評(píng)估能否繼續(xù)產(chǎn)生效益,再做如何處理的決定,可以繼續(xù)運(yùn)營(yíng)也可以當(dāng)做硅材料進(jìn)行回收。
恒林(廣州)再生資源回收有限公司提供酒店回收,空調(diào)回收,電腦回收,庫(kù)存物資回收,稀有金屬回收、設(shè)備回收、廢舊回收、物資回收、有色金屬回收、各種廢品回收等,可提供上門回收服務(wù),歡迎來(lái)電咨詢。
我們以誠(chéng)為本的經(jīng)營(yíng)理念,誠(chéng)信合作、機(jī)械設(shè)備價(jià)高同行,服務(wù)大眾,具備多年回收經(jīng)驗(yàn),專業(yè)人員上門估價(jià),價(jià)格合理。我們將竭誠(chéng)為各公司及工廠提供快速熱情周到服務(wù),歡迎您的來(lái)電!15989003408