一、填空题(本大题共6小题,每小题4分,总计24分) 1. f()=e\cost L[f()]= 2.=+4将乙平面上|<2变为w平面上的 学号 3.f()=ze()在何处可导 4.i= 5.F()=n(o)则f(t)= 6.f(=)=u+iv为解析函数,u-v=x3+3x2y-xy2-y3为解析函数,则v=

第三节曲线的曲率与挠率 第十讲曲线的曲率与挠率 课后作业: 阅读:第三章第三节曲线的曲率与挠率pp87-94 预习:第三章第四节在天体力学中的应用p.94-96 作业: 1.在下列曲线的曲率k和挠 (1) F=(acht, asht, at): 2)F=(-sint, 1-cost, 1) (3)F=( t sInt, t cos t,an)(圆锥曲线) (4)F=(r2x2)

Approaches to Asymmetric Catalysis Organometallic catalysis Broad scope Ligand control Inert conditions -Cost and toxicity Bioorganic catalysis Highly selective High rate of reaction Limited scope

ENGINEERING ECONOMICS ESTIMATING THE PROFITABILITY OF A CHEMICAL PLANT Estimating Investment Estimating Cost of Production Profitability Evaluation Return on Investment (ROD) Payout time(Tpay) DCF Rate of Return(DCFROR) Transfer Price

ENGINEERING ECONOMICS ESTIMATING THE PROFITABILITY OF A CHEMICAL PLANT Estimating Investment Estimating Cost of Production Profitability Evaluation Return on Investment (ROD) Payout time(Tpay) DCF Rate of Return(DCFROR) Transfer Price