what is the basic rule of swap size
The privity rule is one of the basic elements of contract law. What is the purpose of this rule?
Create an array of size 10 Assign values to the array Print the array Swap the first and last elements in the array Print the array Shift all elements by one to the right Print the array Replace even elements with 0 Replace each element except the first and last by the larger of its two neighbors Print the array
Find the limits of the shaft and hole for the following basic size - fit combinations. Chapter 7: Tolerancing1 Name: Date: P7-2) Find the limits of the shaft and hole for the following basic size -fit combinations. Basic Size 25 5 75 1 Fit 1 RC3 RC5 RC1 RC9 RC7 RC4 RC6 Fit 2 LC2 LC7 LC11 LC6 LC1 LC9 LC4 Fit 3 L LT5 LT6 LT3 1.375 2 2.125 LT1 LT2 LT3 LT4 Shaft Hole Basic Size Limits Shaft...
A basic rule in capital budgeting is that if a project’s NPV is larger than or equal to its IRR, then the project should be accepted. T/F
Describe the following methods of sample size determination: - Arbitary “percent rule of thumb” sample size - Conventional Sample size specification - Statistical Analysis requirments sample size speecification - Cost basis of sample size specification
What are the two most basic types of information that economists use to measure the size of the economy? Describe them and how they are used. Briefly describe “structural unemployment”? What are the four phases of the budget cycle and what do they entail? Describe the dominant political considerations involved in the preparation phase of public budgets.?
pick two answers 12 points). The function swap() should swap two integers and main() should print those two swapped integers. What (if anything is wrong with this code? Select all that apply. oooo. No ure W..Ni def main(): X = 10 y = 2 x, y = swap(x,y). print(x,y) def swap(a,b): a = b temp = a b = temp main N on line 9, it is illegal syntax to introduce a new variable named temp. Instead, temp should be...
Some time ago, a multinational company entered into a currency swap in which it pays 2.8% on $17 million USD and receives 3.8% on 13 million Euros, both rates are semi-annually compounded. There are three annual payments left, where the first payment is after one year from now, and the current exchange rate of the one Euro is $1.6 USD. If the USD OIS is 2.5% and Euro OIS is 3.5% (both are continuously compounded), what is the value of...
b) If the sample size is 150, by Chebyshev's rule, at least how many measurements are in the interval within two SDV of the mean? Show your reason or work. c) If the sample size is 150 and we assume the data set is mound shaped, by empirical rule, approximately how many measurements is beyond the interval two SDV of the mean? Show your reason or work. That means, they are either belowor above
What are the gains from trade of entering into a swap for these two firms? Firm A Firm B Fixed Rate 9% 5% Floating Rate LIBOR + 7% LIBOR + 4% Ans. Gains from trade are 1%. (I dont know how to get this answer) Possible further question: How to arrange a swap contract so that Firm A earns 0.6% from it?