The 27th and 28th Fibonacci numbers are 196418 and 317811, respectively. What is the 24th Fibonacci number?

Q: 5(9058) – (59)(638) )- (59)2) (V5( • ) - (638)2 929 5 91734 7648 51,626 Enter an exact number. II II

A: In the first block the answer would be 1164

Q: Using Euler's Theorem, Find the last two digits of 123402

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Q: Determine the units digit of 4 2874

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Q: Evaluate (3459874 * 457832 * 34568) mod 10. Box in your final answer. Remember to show all work.

A: As we know  a*b mod n = (a mod n)*(b mod n)

Q: Find the check digit (d) for the UPC numbers 0-32692-03012 d

A:

Q: Convert the following octal number into binary and hexadecimal iii. (365517)8 = ( ? )2 = ( ? )16

A: Given thant an octal number       i.e., (365517)8 Here we convert this number into binary and…

Q: 7919 is a composite number Select one: O True

A: Numbers can be classified into many categories. The classification can also be done depending upon…

Q: Answer the following questions: a) Subtract 7810 - 6510 using 8-bit two's complement number.

A: (a)  Given:       7810 - 6510  Converting Decimal to 8 bit Binary  7810 = 010011102  6510 =…

Q: 75307 mod 735 = O 600 O415 O 455 O 100

A:

Q: Verify the following facts about Fibonacci number: If we make a list of any four consecutive…

A: The 4th, 5th, 6th and 7th fibonacci numbers are 3, 5, 8, and 13. Now, try the hypothesis:  2×8-13=3…

Q: Write the following integers as the sum of at least 2 or 3 distinct Fibonacci numbers. (Blay,2020)…

A: 1. The Fibonacci numbers are found by adding numbers before it. F0=1F1=1Fn=Fn-1+Fn-2, n>1 The…

Q: Convert to decimal degrees: 49º38’46’’

A: 49° 38' 46"=49° + 38'60 +46"3600

Q: Determine the value of the following nth term of Fibonacci numbers 25 Select one: O a. 28,643 O b.…

A: The Fibonacci numbers are 1,1,2,3,5,8,...... Here: F0=1F1=1F2=2..Fn=Fn-1+Fn-2 Now,  The nth term of…

Q: Prove that the method for using Fibonacci numbers to generate Pythagorean triples will always work

A: We need to add the previous two numbers starting from 0 to get the next term of the sequence every…

Q: Assume that we are in base 10. (i) Determine the machine e if the computer performs 8-digit…

A: Here we use basic error analysis

Q: If 242x = 10122three, find the base x. x =

A: Solution: Given that

Q: Starting with the first Fibonacci number, Fib(1) = 1 and the second Fibonacci number, Fib(2) = 1,…

A: Fib(1)=1Fib(2)=1

Q: What number set(s) does 15.16171819... belong to? Select all that apply. Natural

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Q: Represent 1429 with base ten block

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Q: Find all prime numbers between 250 to 350 using Sieve of Eratosthenes.

A: Given The given numbers are .

Q: If nCr = 65536 determine the value of n.

A: Four basic operations defined on numbers are addition, subtraction, multiplication, and division. If…

Q: entally convert the base ten numerical to a numerical in the given base. 49 to base six .... -six

A: In the given question, concept of number system is applied. Number System A number system is a…

Q: Draw what the numeral 1212B4 looks like with blocks (like we did in class). Your drawings should be…

A: If a number (p q r) has base a , it will be represented in following way pqra=p×a2+q×a+r If a number…

Q: () Convert the decimal number 16.342186 to the Hexadecimal, Octal and Binary numbers exactly.

A:

Q: What is the sum of the 2nd and 16th Fibonacci numbers?

A: Fibonacci sequence is given by recurrence relation  Fn=Fn-1+Fn-2, F1=1, F2=1

Q: Use the recursive formula to find ?50 of the Fibonacci number.

A:

Q: 2.) Find the check digit (d) for the UPC numbers 0-32692-03012 d

A: 2. The given UPC number is 0-32692-03012-d. We use the first 11 digits 0-32692-03012 to determine…

Q: Find the Fibonacci numbers f2, fa, fa, fs, and fo

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Q: 26 If 91 iaるみ 78435167, find 7.

A: 9 divides 123x78425167 if the sum of digits of 123x78425167 is divisible by 9.

Q: Considering the following numbers: x1=33, x2=0.132 and x3 =32.013 that are on base 4. Write then in…

A: x1=33convert it into base 1033=3×41+3×40=12+3=15now convert 15 into base 515=5315=0…

Q: Determine the check digit of the UPC 6 –53569 –39973 –x.

A: The formula for the check digit is given by, d12=10-3d1+d2+3d3+d4+3d5+d6+3d7+d8+3d9+d10+3d11mod 10

Q: 4. Draw what the numeral 1212B4 looks like with blocks (like we did in class). Your drawings should…

A: (1212)4 43=64 42=16 41=4 40=1 1 2 1 2 we have a number with base 4 presented in the block…

Q: (325)g and (154)8

A:

Q: 10. What is the 15th Fibonacci number if it starts with 1? * c. 377 d. 610 b. 233 а. 144

A: We have,

Q: Find the GCD and LCM of the following pair of natural numbers.   459​,633

A:

Q: 75307 mod 735 = O 415 600 455 100

A:

Q: The thirty-fourth Fibonacci number is 5,702,887 and the thirty-fifth Fibonacci number is 9,227,465.…

A: Given fibonacci numbers are 34th number = 5,702,887 35th number = 9,227,465 we have to find 35th…

Q: In hexadecimal (base 16) there are 16 distinct digits that can be used to form numbers:…

A:

Q: Calculate arithmetic, geometric, harmonic mears, median, mod

A: Hello, since your question has multiple parts, we will solve the first question for you. if you want…

Q: Determine the value of the following nth term of Fibonacci numbers F12 Select one: О а. 144 O b. 58…

A:

Q: Rewrite the power with indicated base. 82 as a base of 2.

A: 2^6

Q: Find 17376 mod 23 and explain how did you calculate it.

A:

Q: Follow the statement: Considering the following numbers: x1=33, x2=0.132 and x3 =32.013 that are on…

A:

Q: Simplify 146! (mod 149) to a number in the range {0, 1,... 148}.

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Q: The 18th and 20th Fibonacci number is 2584 and 6765 respectively. Use these values of Fibonacci to…

A:

Q: Determine the units digit of 3123 .  Use polya's four steps.

A: The given expression is, 3123

Q: Define Fibonacci Numbers.

A: Fibonacci numbers are the series of number in which every number is sum of previous two numbers it…

Q: 8) 91 is a pseudoprime to the base

A: 8) 91 is a base pseudoprime to the base .....

Q: Determine the value of the following nth term of Fibonacci numbers 25 - F12 Select one: а. 196,074 O…

A:

Sequence and Series

A sequence is defined as a collection of things. Series is defined to sum the things one by one in the sequence.  It was invented by German mathematician Carl Friedrich Gauss.