Question 9 Which of the following are true values in C? -1 3.1415927 0.0 true Full explain this question very fast solution sent me step by step
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Question 9
Which of the following are true values in C?
-1
3.1415927
0.0
true
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- Page Write an ODE that is a mathematical model of the situation described. In a city with a fixed population, P, the time rate of change of the number, N, of those persons infected with a certain virus is to the product of the number who have the virus and proportional the number that do not. 1 >what MAl expression is and demnonstrate that it is logically equivalent to the one above. In Homework #1, we looked at the nand logical operator. We used the symbol A to signify the nand operator. We would like to be able to express other logical operators that we have encountered in tems of just the nand operator. For example, the logical expression –p is logically equivalent to the logical expression p AP, since their truth tables are the same for all possible truth values of p 7. Find a logical expression that uses only nand operators and is logically equivalent to the expression pag. 8. Find a logical expression that uses only nand operators and is logically equivalent to the expression pvq. (Hint: Use De Morgan's law to transform p vq into an equivalent logical expression.) Bonus problem (optional): 1. A truth assignment is a way to map each variable in a logical expression to T or F. Each row in a truth table corresponds to a truth assignment. Furthermore, we can think of a…Suppose you and your friend would like to use Diffie-Hellman key exchange system to exchange a keyword. Both of you have decided to use the following p = 4138327577, q = 3742197127.If you decide b = 1767005, and your friend has picked a number a that you don’t know. But you havereceived q a mod p from your friend, and the number is 980246808. Find out the common shared key.
- provide me answer fast and from your own knowledge not copied otherwise will dirct dislikeI need help with the following problems in cryptography. A. Encrypt the message “Freedom” using the Playfair matrix M F H I K U N O P Q Z V W X Y E L A R G D S T B C T B. Construct the Playfair matrix with the keyword “LARGEST” and encrypt the message “Freedom” again. C. Compare the results obtained in A and B. How do you account for these results?Which of the following statements is true for integers a and b, where a≡4 (mod 7) and b≡6 (mod 7)? There exists an integer c with 0≤c≤6 such that c≡3a (mod 7) and (a+c)|(b+d). There exists an integer c with 0≤c≤6 such that c≡2a (mod 7) and (a+c)|(b+d). There exists an integer c with 0≤c≤6 such that c≡5a (mod 7) and (a+c)|(b+d). There is no integer c with 0≤c≤6 such that (a+c)|(b+d) for all integers a,b,c, and d.
- This question concerns the field GF(256). The modulus is P(x) = x° + x* + x° + x + 1. Please answer the following questions about arithmetic in this field. a) If p(x) = x° + x* + x, what is the corresponding hexadecimal representation? Please prepend an "Ox" on your answer and use lowercase letters (if letters occur). b) If p(x) = x' + x + x² + 1, what is the corresponding hexadecimal representation? Please prepend an "Ox" on your answer and use lowercase letters (if letters occur). c) Consider the hex byte Ox8b. What is the corresponding element of GF(256) (as a polynomial)? d) Consider the hex byte 0x2d. VWhat is the corresponding element of GF(256) (as a polynomial)?Give a table of the values of CN defined by the following formula for N ≥ 1:CN = CN/2 +1 for N ≥ 2 with C1 = 1 Answer question 6, but take N/2 to mean ⌈ N/2⌉.Give an example of an integer m that proves the following statement is true: Em (4m 15 75 - 2m). Write your answer as a single integer with no words. - Your Answer: Answer -
- Answer all the following with conplesolutionStatement 4H Given the following statement: ~ [N=(N=G)] • ~ [(GVN) ~(~NĐ-N] ~ 18. Please provide a complete (ordinary) truth table for 4H 19. How is Statement 4H classified? For your reference, please refer to the following key for the relation of statements: Columns under main operators same truth value on each line opposite truth value on each line there is at least one line on which the truth values are both true there is no line on which the truth values are both true Relation logicaliy equivalent contradictory consistent inconsistentPlease explain the answer and show the souloution ! f17