Chapter F5 Power notes Accounting for Merchandising Businesses Learning Objectives 1. Nature of Merchandising Business 2a. Accounting for Purchases 2b. Accounting for Sales 2c. Transportation Costs 2d. Merchandise Transactions 3. Merchandising Chart of Accounts 4. Merchandising Income Statement 5. Merchandising Accounting Cycle 6. Financial Analysis and Interpretation

恢复系亲本Rk5451和Rk5253分别和粘、易和二角型非1BL/1RS小麦雄性不育系 ms(kots)-224,ms(var)-224,ms(bior)-22杂交F1,恢复度均较高,除了组合ms(bior)-224 Rk5253育性恢复度为77.3%外,其育组合恢复度均达到80%以上,尤其Rk5451对3 种异质非1BL/1RS小麦雄性不育系具有较高的恢复性,这说明Rk5451对3种异质不育 系有着较强的恢复力(表Ⅱ-1)

Chapter F7 Power notes Receivables Learning objectives 1. Classification of receivables 2. Internal Control of receivables 3. Uncollectible receivables 4. Uncollectibles- Allowance Method 5. Uncollectibles- Direct Write-Off Method 6. Characteristics of notes receivable 7. Accounting for Notes Receivable 8. Balance Sheet Presentation 9. Financial Analysis and Interpretation

Chapter F9 Power notes Fixed Assets and Intangible Assets Learning objectives 1. Nature of Fixed Assets 2. Accounting for Depreciation 3. Capital and Revenue Expenditures 4. Disposal of Fixed Assets 5. Leasing Fixed Assets 6. Internal Control of fixed assets 7 Natural resources 8. Intangible Assets 9. Financial Reporting 10. Financial Analysis and Interpretation

Chapter F11 Power notes Corporations: Organization, Capital Stock, Dividends Learning Objectives 1. Nature of a corporation 2. Stockholders'Equity 3. Sources of Paid-in Capital 4. Issuing Stock 5. Treasury Stock Transactions 6. Stock Splits 7. Accounting for dividends 8. Financial Analysis and Interpretation

2.1偏导数 设D是R中的区域,z=∫(x,y)是D上的函数.设B=(x,y0)∈D,我们希望定 义f(x,y)在P点的导数,即因变量相对于自变量的变化率.但如果将P=(x,y)作为变量 由于其是二维向量,没有除法,因此很难定义∫(x,y)-f(x0,y)相对于 P-P=(x-x,y-y0)的变化率.我们只能将P=(x,y)的分量x和y分别作为自变量 来定义导数

Chapter F13 Power notes Bonds Payable and Investments in Bonds Learning Objectives 1. Financing Corporations 2. Characteristics of Bonds Payable 3. The Present-Value Concept and Bonds Payable 4. Accounting for Bonds Payable 5. Bond Sinking Funds 6. Bond Redemption 7 Investments in bonds 8. Corporation Balance Sheet 9. Financial Analysis and Interpretation

Chapter F15 Power notes Financial Statement Analysis Learning Objectives Basic Analytical Procedures 2. Solvency Analysis 3. Profitability Analysis 4. Summary of Analytical Measures 5. Corporate Annual Reports

第三章函数的极限与连续性 第一节函数的极限与性质 一.x→∞时,f(x)的极限 二.x→x时,f(x)的极限 三极限定义及定理小结 四.函数极限的基本性质

一、填空(共15分) 1.细菌一般进行a繁殖,即b。酵母的繁殖方式分为有性和无性两类,无性繁殖又可 分为c,d两种形式,有性繁殖时形成e;霉菌在有性繁殖中产生的有性孢子种类 有f,g,h;在无性繁殖中产生的无性孢子种类有i,j,k:放线菌以1 方式繁殖,主要形成m,也可以通过n繁殖。 2.一摩尔葡萄糖通过EMP途径和TCA循环彻底氧化,在原核微生物中产生a摩尔 ATP,在真核微生物中产生b摩尔ATP,这是因为在真核微生物中,不能通过 线粒体膜,只能借助于d将EMP途径产生的磷酸二羟丙酮还原成e,后者可进入 线粒体,将氢转移给f,形成g,自身又回复到磷酸二羟丙酮。这一过程称为“穿 梭”,每次穿梭实际损失h个ATP