optimizaton theory

μ=1 r = 30 mm 500 mm a 7000 mm b 7000 mm C 500 mm

Phil has systematically contributed $3000 to his RRSP at the beginning of every three months for the past 17 years.If the RRSP has earned 8.8% compounded quarterly, what is the value of Phil’s RRSP today? (Do not round intermediate calculations and round your final answer to 2 decimal places.)The value of the RRSP today           $

Answer this please

Can you prove that P(a,b) >= P(a',b) for a >= a' >= b >= 0

Figure 1 Simulation structure diagram for a turbine cold-end system. approximated by the two fourth degree polynomial equations as follows: The turbine "cold-and" system generally consists of turbine exhaust and condenser, and cooling tower (Fig. 1). For a 250 MW unit, the turbine performance data with the maximum steam throttle flow can be NHR NEW NHR Turbine and NHR = −45.19(CP)* + 420(CP)® – 1442(CP)2 + 2248(CP) +6666 (a) NKW = 4,883(CP)* – 44,890(CP)3 + 152,600(CP)2 – 231,500(CP) + 383,400. (b) The condenser and mechanical-draft cooling tower have the performance equations, respectively, CP 1.6302-0.50095 x 10-1 (CWT) OP Coupling 1 Condenser CR WFR CWT Coupling 2 WST Cooling Tower CR System Boundary 2 (The circulating water flow is assumed to flow at the rate of 145,000 gpm.) In addition to the given performance equations give above, we also need two coupling equations to complete the mathematical model for this cooling system. The first equation is the coupling between the…

Can you evaluate the following for n >0?

Draw scale 1 unit=8 ft

What is the value of the last row