-1 Compute the inverse a modb with Fermat's Theorem (if applicable) for the following pairs of a and b otherwise, use the extended Euclidian Algorithm: i . ‚a = 4, b = 9 ii.,a= 5,b= 13 iii. a = 6,b=13 iv.‚a = 21,b = 212Use Euler's Theorem to find the following: i. The last digit of 554 ii. The last two digits of 33' 24242 803 iii. The last 3 digits of 51 iv. The last two digits of 11 1234
-1 Compute the inverse a modb with Fermat's Theorem (if applicable) for the following pairs of a and b otherwise, use the extended Euclidian Algorithm: i . ‚a = 4, b = 9 ii.,a= 5,b= 13 iii. a = 6,b=13 iv.‚a = 21,b = 212Use Euler's Theorem to find the following: i. The last digit of 554 ii. The last two digits of 33' 24242 803 iii. The last 3 digits of 51 iv. The last two digits of 11 1234
Practical Management Science
6th Edition
ISBN:9781337406659
Author:WINSTON, Wayne L.
Publisher:WINSTON, Wayne L.
Chapter5: Network Models
Section5.5: Shortest Path Models
Problem 30P
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Compute the inverse a modb with
Fermat's Theorem (if applicable) for the
following
pairs of a and b otherwise, use the
extended Euclidian Algorithm:
i . ‚a = 4, b = 9
ii.,a= 5,b= 13
iii. a = 6,b=13
iv.‚a = 21,b = 212Use Euler's Theorem to
find the following:
i. The last digit of 554
ii. The last two digits of 33'
24242
803
iii. The last 3 digits of 51
iv. The last two digits of 11
1234"
Transcribed Image Text:-1
Compute the inverse a modb with
Fermat's Theorem (if applicable) for the
following
pairs of a and b otherwise, use the
extended Euclidian Algorithm:
i . ‚a = 4, b = 9
ii.,a= 5,b= 13
iii. a = 6,b=13
iv.‚a = 21,b = 212Use Euler's Theorem to
find the following:
i. The last digit of 554
ii. The last two digits of 33'
24242
803
iii. The last 3 digits of 51
iv. The last two digits of 11
1234
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