設備投資回收期需要計算折舊嗎(瑞峰公司進行投資決策,有兩個方案可供選擇。方案一:購買設備1500000元,估計可使用5年,假定使用期滿無殘值,使用該設備每年可獲收入1000000元,每年的付現成本為600000元。二:購買設備2200000元,估計可使用5年,期滿有殘值200000元,每年可獲收入1600000元,每年的付現成本為800000元,起初墊支的營運資金200000元。假定該公司的資本成本為6%,所得稅稅率為25%,兩個方案均用平均年限法計提折舊。(1)分別計算方案一、二的初始現金凈流量、營業現
發布時間:2023-07-25
瑞峰公司進行投資決策,有兩個方案可供選擇。方案一:購買設備1500000元,估計可使用5年,假定使用期滿無殘值,使用該設備每年可獲收入1000000元,每年的付現成本為600000元。二:購買設備2200000元,估計可使用5年,期滿有殘值200000元,每年可獲收入1600000元,每年的付現成本為800000元,起初墊支的營運資金200000元。假定該公司的資本成本為6%,所得稅稅率為25%,兩個方案均用平均年限法計提折舊。(1)分別計算方案一、二的初始現金凈流量、營業現金凈流量、終結現金凈流量。(2)分別計算方案一、二的凈現值、獲利指數。(3)用凈現值法和獲利指數法分別決策哪個方案最合適,決策的依據
長按保存二維碼![](data:image/png;base64,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)
某公司準備投資購買一臺新型機器設備,總價款80萬元,可使用5年,預計凈殘值5萬元,采用直線法計提折舊.如果投入使用,可使公司每年增加稅后利潤10萬元,如公司要求的最低必要報酬率為10%1計
折舊=(80-5)/5=15萬元
1凈現金流量:每年15+10=25萬,最后一年25+5=30萬
2.靜態投資回收期=3+(80-25*3)/25=3.2年,投資報酬率=10/80=12.5%
3,凈現值=-80+25*(p/a,10%,5)+5*(p/f,10%,5)=16.25萬元
內部收益率=18.2%
4凈現值大于零,內部收益率>10%,所以項目可行
.已知一公司擬于2009年初用自有資金購置設備一臺,需一次性投資l00萬元。經測算,該設備使用壽命為5年,稅法亦準許按5年計提折舊,設備投入運營后每年可新增息稅前利潤20萬元。假定,該設備按直線法折舊,預計的凈殘值率為5%,不考慮設備的建設期和公司所得稅。 要求: (1)計算使用期內各年凈現金流量; (2)計算該設備的靜態投資回收期; (3)計算該投資項目的投資利潤率; (4)如果以10%作為折現率,計算其凈現
長按保存二維碼![](data:image/png;base64,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)
某企業考慮購置一臺新設備替換舊設備,以降低其生產成本,舊設備原值97000元,賬面凈值57000元,估計還可用5年,5年后殘值7000元,若現在變賣可獲40000元,使用該設備所生產產品每年營業收入為100000元,經營成本為70000元。新設備買價、運費及安裝費共130000元,可用6年,報廢時殘值為10000元,無清理費。年折舊額為20000元。與舊設備相比,使用新設備不會增加收入,但可使每年經營成本降低28000元。設備替換不會影響生產計劃,所得稅率為25%,設資金成本為10%。要求:用年回收額法做出決策。
同學, 你好,這個投資a決策。
恒林(廣州)再生資源回收有限公司提供酒店回收,空調回收,電腦回收,庫存物資回收,稀有金屬回收、設備回收、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,歡迎來電咨詢。
我們以誠為本的經營理念,誠信合作、機械設備價高同行,服務大眾,具備多年回收經驗,專業人員上門估價,價格合理。我們將竭誠為各公司及工廠提供快速熱情周到服務,歡迎您的來電!15989003408