Given the above modified Euclid’s algorithm, how many iterations of the while loop are needed for the input (35, 110)?Please look at the attached image. Input a and b, preprocess to guarantee a >= b > 0while (0 != remainder)remainder = a - bif(remainder >= b)// meaning quotient > 1remainderremainder - b%3Dif(remainder >= b)// meaning quotient > 2remainder = remainder - b// meaning quotient > 3// PUNTif (remainder >= b)remainder = a - b * IntegerPart(a/b)endifendifendifa = bb = remainderendwhileAt end, the gcd is aGiven the above modified Euclid's algorithm, how many iterations of the whileloop are needed for the input (35, 110)?А. 2В. 5С. 8D. 10E. None

The problem is based on the basics of loops in programming languages.

Input a and b, preprocess to guarantee a >= b > 0 while (0 != remainder) remainder = a - b if(remainder >= b) // meaning quotient > 1 remainder = remainder - b if(remainder >= b) // meaning quotient > 2 remainder = remainder - b if(remainder >= b) // meaning quotient > 3 remainder = a - b * IntegerPart (a/b) // PUNT %3D endif endif endif a = b b = remainder endwhile At end, the gcd is a Given the above modified Euclid's algorithm, how many iterations of the while loop are needed for the input (35, 110)? А. 2 В. 5 С. 8 D. 10 E. None

Input a and b, preprocess to guarantee a >= b > 0 while (0 != remainder) remainder = a - b if(remainder >= b) // meaning quotient > 1 remainder = remainder - b if(remainder >= b) // meaning quotient > 2 remainder = remainder - b if(remainder >= b) // meaning quotient > 3 remainder = a - b * IntegerPart (a/b) // PUNT %3D endif endif endif a = b b = remainder endwhile At end, the gcd is a Given the above modified Euclid's algorithm, how many iterations of the while loop are needed for the input (35, 110)? А. 2 В. 5 С. 8 D. 10 E. None

Computer Networking: A Top-Down Approach (7th Edition)

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Author:James Kurose, Keith Ross

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Chapter1: Computer Networks And The Internet

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Problem R1RQ: What is the difference between a host and an end system? List several different types of end...

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Question

Given the above modified Euclid’s algorithm, how many iterations of the while loop are needed for the input (35, 110)?

Please look at the attached image.

Input a and b, preprocess to guarantee a >= b > 0
while (0 != remainder)
remainder = a - b
if(remainder >= b)
// meaning quotient > 1
remainder
remainder - b
%3D
if(remainder >= b)
// meaning quotient > 2
remainder = remainder - b
// meaning quotient > 3
// PUNT
if (remainder >= b)
remainder = a - b * IntegerPart(a/b)
endif
endif
endif
a = b
b = remainder
endwhile
At end, the gcd is a
Given the above modified Euclid's algorithm, how many iterations of the while
loop are needed for the input (35, 110)?
А. 2
В. 5
С. 8
D. 10
E. None

Process or set of rules that allow for the solving of specific, well-defined computational problems through a specific series of commands. This topic is fundamental in computer science, especially with regard to artificial intelligence, databases, graphics, networking, operating systems, and security.

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