I understand a paralegal needs to go to school and get an education as legal assistants don’t legally require to further their education is a certificate the only way to proove to a judge they are better qualified then a legal assistant?

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i understand that there may be mutations during translation. there are two types: (a) insertion/deletion or (b) substitution.

What are the potential dangerous outcomes for each? for (a) is it that it may cut short an amino acid chain? Also how do these mutations come about?

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I need help symbolizing these statements. I understand what its asking me to do. I just need help translating them into a symbolic expression and I get confused on where exactly which quantifier goes where, whether they’re apart or together. Like for example:  Someone is having her cake and eating it too. (Hxy: x is having y; Px: x is a person; Cx: x is a cake; Exy: x is eating y) can be translated as ($x)($y)[(Px • Cy) • (Hxy • Exy)] where $ is the existential quantifier. Thanks very much again for all the help.

 You can fool some of the people all of the time and all of the people some of the time, but you can’t fool all of the people all of the time. (Fxyz: x can fool y at z;       Px: x is a person; Tx: x is a time)

1. An Italian’s dinner is spicier than a Norwegian’s. (Ix: x is an Italian; Dxy: x is a dinner of y; Sxy: x is spicier than y; Nx: x is a Norwegian)

1.  If anything can kill a fast-moving mammal, the cheetah can. (Kxy: x can kill y; Fx: x is fast-moving; Mx: x is a mammal; Cx: x is a cheetah)

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Using given documents that I uploaded I need answers of those two questions

Question 1

How can we support the argument that the thirteenth century was the first global century? What were the political, cultural, social and economic factors that united Afro-Eurasia in the late medieval period (1200-1492)?

Question 2

How could the average individual (peasant, merchant, other normal people) of the late medieval world (1200-1492) experience the effects of global connectivity and exchange in their everyday life?

• Attachment 1
• Attachment 2
• Attachment 3
• Attachment 4

Running head: MEDIEVAL PERIOD1 Medieval period:Student’s Name:Institution’s Name: MEDIEVAL PERIOD 2Medieval period Question 1It can be argued that the thirteenth century is most probably…

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Question 4: HELP 

Refer to Questions 2 and 3. The land for the factory will cost $290,000. The factory will cost $6,440,000 to build and construction will take two years with construction costs payable in equal installments at the start of each year.. The factory will operate for 20 years; however, at the end of the fifth, tenth, and fifteenth year of operation, refurbishment costs will be $440,000. At the end of its 20 year lifespan, the land can be resold for $310,000. There is a 70% probability that the factory’s net operating cash flows will be $675,162 however, there is a 30% chance that net cash flows will only be $413,362. You may assume that net operating cash flows flow at the end of each year.

a) What are the Expected net operating cash flows per year? (Round your answer to 2 decimal places)

b) What is the Internal Rate of Return for the project? (Round your answer to one one-hundredth of a percent)

c) What is the Net Present Value of the project? Round your answer to 2 decimal places)

d) Should Anna recommend that the J Corporation build the factory? 

Cost of LandCost of factoryRefurbishment costLifeResale value of land 290000644000044000020310000 Probability OCF70%30% Calculating the expcted cash flowExpected cash flow === 675162…

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