1. Fill in the blanks. a. 55 = b. 2048 = c. 406 = (mod 7) (mod 3) (mod 5)

Q: . If 4x - 3 = 19 (mod 31), then the value of x (mod 31) is O 26 О 18 D 21 D 30

A: Arithmetic modulo

Q: X500 mod 26 = 3| What is x1001 mod 26 ?

A:

Q: Determine whether each of the following statements about fibonacci numbers is true or false a.…

A: The Fibonacci numbers is the sequence of numbers with the common relation between them. A number in…

Q: Determine whether each case is true or not : * a. 44 = 13 (mod 3) > b. -55 = 5 (mod 4) → c. 74 = 1…

A: If a and b are integers and n > 0, we write a≡b(mod n) to mean n/(b-a). We read this as “a is…

Q: The value of 52003 mod 7 is? 4 0 3 0 9 O 8 0

A:

Q: 2. Using quadratic interpolation find In 9.2 from In 8.0-2.0794, In 9.0-2.1972 and In9.5-2.2513.

A: The given problem is find the approximate value of ln(9.2) from the given data by using quadratic…

Q: Compute 21200 mod 27.

A: To Find: 21200mod 27

Q: What are the values of d so that 15(mod d ) = 3?      A. d = {4, 6, 12} B. d = {8, 12, 24} C. d =…

A:

Q: Perform the following calculations. a. (14 + 30) mod 19 b. (14-30) mod 19 C. (3*13) mod 19

A: To perform the given calculations we shall use the following rules…

Q: 7. What is the correct expression to find the 8th term in the 12th row of Pascal's Triangle? A. 1C₂…

A: Option (B)

Q: The equivalent of Z sub 5 is set of non-negative integers less than 5. What will be the value of 2…

A:

Q: (-130 mod 20·265 mod 20) mod 20 ?

A:

Q: Determine which number, 0 through 6, 93 is equivalent to in modulo 7. a 93 = 3(mod 7) 93 = 4(mod 7)…

A: We want the number 93 is equivalent to in modulo 7.

Q: 16. Which of the following congruencies has NO solution? . A. 24x = 18(mod 39) B. 5x = 4(mod 10) C.…

A:

Q: 1. Solve each of the folling. а. с. d. 115x = 2 (mod 288) 2. Explain why 12x = 1 (mod 75) has no…

A:

Q: III. Fill-in the blanks. Tare more than 1 answer. Choose any. 1. 46 = 26 mod 2. 156 = mod 15 3. 41 =…

A: Disclaimer: Since you have posted a question with multiple sub-parts, we will solve the first three…

Q: One of the foll owing is not true: Oa 0= 10 mod 5 b None Oc 14=2 mod 6 Od 20 =0 mod 5 Oe -24 mod 6

A: Here we use rules of modular operation.

Q: 10. Find the value of 5368 (mod 41) Answer: Show your work here:

A: To find the value of- 5368(mod41)

Q: Which one of the following is correct? a. 30 쓰 3 (mod 5) O b. 25 3 (mod 4) O c. 31 3 (mod 7) Od 20 3…

A:

Q: The value of 9446 (mod 47) is: 46 O 47

A: 9446(mod 47)

Q: The value of 52003 mod 7 is? 4 0 8 0 3 0

A: See the detailed solution below.

Q: III. Fill-in the blanks. Tare more than 1 answer. Choose any. 1. 46 = 26 mod 2. 156 = mod 15 3. 41 =…

A: We know that a≡b mod n if and only if a-b is divisible by n 1.  46≡26 mod 5   2. As 156-6=150 is…

Q: Determine what number the product is congruent to in mod 3. 5.8 5.8 = (mod 3 )

A:

Q: 2. Using quadratic interpolation find In 9.2 from In 8.0-2.0794, In 9.0-2.1972 and In9.5-2.2513.

A: Given that: ln 8.0 = 2.0794 ln 9.0 = 2.1972 ln 9.5 = 2.2513

Q: The value of 52003 mod 7 is? 9 O 8 0 3 0 4 0

A: ab(mod c)=d where d is remainder when ab is divided by c.Here a,b and c are integers

Q: 3- Find a positive integer a such that a. a-3(mod 43) b. a 7 (mod 9). c. a-13(mod 23)

A:

Q: Ti If a = b (mod n) and b =c (mod n) then which of the following is true. (a) a = c (mod n) (b) a2 =…

A:

Q: (-130 mod 20·265 mod 20) mod 20 ?   clear answer please

A: a mod b gives the remainder when a is divided by b That is we express it as a=b q+ r where r is the…

Q: 1. 49 = mod 10 2. 82 = mod 9 3. 100 = mod 21

A:

Q: Thank you for taking the time to type this solution. However, I do not understand where the mod…

A: The question mentions to use the prime p = 4969.  The initial hashing function is also given as hk=k…

Q: Verify the following statements. a. 128 = 2 (mod 7) and 61 5 (moc b. (128+61) = (2+ 5) (mod 7) c.…

A:

Q: QUESTION 2 Which is correct? 72+ 5 = 32 (mod 9) 74 = 164 (mod 10) 19× 27 = 7– 3 (mod 6) 24 – 27 = 5…

A: 72 + 5 = 49+5             = 54             = 9 (mod 9)             = 32 (mod 9) Hence 1 is true. 7 4…

Q: . Find the value of 876,543,218,765,432,187,654,321 (mod 11) 10

A: To find the value of 876,543,218,765,432,187,654,321(mod11)

Q: C 1 a b (b²+ c²) mod 2 = ?, a, b, c EN - {0}

A: