Assume that the letters of the alphabet (A-Z) correspond to the numbers 1 to 26, replace the numbers in the preceding two matrices by letters, and determine the message.
Assume that the letters of the alphabet (A-Z) correspond to the numbers 1 to 26, replace the numbers in the preceding two matrices by letters, and determine the message.
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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Transcribed Image Text:Andaikan bahawa setiap huruf abjad (A-Z) adalah berpadanan dengan
nombor 1 hingga 26, menggantikan nombor dalam dua matriks
sebelumnya dengan huruf, tentukan mesej rahsia yang dihantar.
Assume that the letters of the alphabet (A-Z) correspond to the
numbers 1 to 26, replace the numbers in the preceding two matrices by
letters, and determine the message.
![Mesej Rahsia. Seorang rakan telah menghantar rakannya mesej rahsia yang
terdiri daripada dua matriks baris nombor seperti berikut:
Secret Message. A friend has sent a friend a secret message that consists of
two row matrices of numbers as follows:
R1 = [14 -3]
R2 = [4 4]
Kedua-duanya telah menyimpan matriks A seperti berikut ke memori (kawan
pertama menggunakannya untuk mengekodkan mesej):
Both friends have committed the following matrix A to memory (the first friend
used it to code the message):
3
A =](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F407919ab-e31b-47ab-99b0-32693f159e03%2Fffd95ed6-4a77-4c65-8c66-0566338aa4f0%2Fwaaq1ph_processed.png&w=3840&q=75)
Transcribed Image Text:Mesej Rahsia. Seorang rakan telah menghantar rakannya mesej rahsia yang
terdiri daripada dua matriks baris nombor seperti berikut:
Secret Message. A friend has sent a friend a secret message that consists of
two row matrices of numbers as follows:
R1 = [14 -3]
R2 = [4 4]
Kedua-duanya telah menyimpan matriks A seperti berikut ke memori (kawan
pertama menggunakannya untuk mengekodkan mesej):
Both friends have committed the following matrix A to memory (the first friend
used it to code the message):
3
A =
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