n this activity, you will create cryptograms by encoding two messages using matrix multiplication. You must use a unique matrix to encode each cryptogram. For both messages, use this table of corresponding numbers and letters. _(space) 0 I 9 R 18 A 1 J 10 S 19 B 2 K 11 T 20 C 3 L 12 U 21 D 4 M 13 V 22 E 5 N 14 W 23 F 6 O 15 X 24 G 7 P 16 Y 25 H 8 Q 17 Z 26 Encode the message “take a right” using the matrix: 1 2 4 1
n this activity, you will create cryptograms by encoding two messages using matrix multiplication. You must use a unique matrix to encode each cryptogram. For both messages, use this table of corresponding numbers and letters. _(space) 0 I 9 R 18 A 1 J 10 S 19 B 2 K 11 T 20 C 3 L 12 U 21 D 4 M 13 V 22 E 5 N 14 W 23 F 6 O 15 X 24 G 7 P 16 Y 25 H 8 Q 17 Z 26 Encode the message “take a right” using the matrix: 1 2 4 1
Linear Algebra: A Modern Introduction
4th Edition
ISBN:9781285463247
Author:David Poole
Publisher:David Poole
Chapter3: Matrices
Section: Chapter Questions
Problem 14RQ
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In this activity, you will create cryptograms by encoding two messages using matrix multiplication. You must use a unique matrix to encode each cryptogram. For both messages, use this table of corresponding numbers and letters.
_(space) | 0 | I | 9 | R | 18 |
A | 1 | J | 10 | S | 19 |
B | 2 | K | 11 | T | 20 |
C | 3 | L | 12 | U | 21 |
D | 4 | M | 13 | V | 22 |
E | 5 | N | 14 | W | 23 |
F | 6 | O | 15 | X | 24 |
G | 7 | P | 16 | Y | 25 |
H | 8 | Q | 17 | Z | 26 |
Encode the message “take a right” using the matrix:
1 | 2 |
4 | 1 |
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