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Question 17 (Mandatory) (3.5 points) x3 = s² x1 x2 mod p and = Y3 : S(x1 − x3) — y₁ mod p where S= y2-y mod p; if P * Q (point addition) X2-X1 3x² + a 2yı = mod p if P Q (point doubling) (Show your work.) Consider the elliptic curve given by y² 3 x + 2x + 2 mod 17. The result of adding the points (9, 16) and (13, 7) is ○ a) (7,6) b) (7,11) c) (9,16) d) (16,4) Previous Page Next Page Page 17 of 30

Question 17 (Mandatory) (3.5 points) x3 = s² x1 x2 mod p and = Y3 : S(x1 − x3) — y₁ mod p where S= y2-y mod p; if P * Q (point addition) X2-X1 3x² + a 2yı = mod p if P Q (point doubling) (Show your work.) Consider the elliptic curve given by y² 3 x + 2x + 2 mod 17. The result of adding the points (9, 16) and (13, 7) is ○ a) (7,6) b) (7,11) c) (9,16) d) (16,4) Previous Page Next Page Page 17 of 30

Advanced Engineering Mathematics
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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Question 17 (Mandatory) (3.5 points) x3 = s² x1 x2 mod p and = Y3 : S(x1 − x3) — y₁ mod p where S= y2-y mod p; if P * Q (point addition) X2-X1 3x² + a 2yı = mod p if P Q (point doubling) (Show your work.) Consider the elliptic curve given by y² 3 x + 2x + 2 mod 17. The result of adding the points (9, 16) and (13, 7) is ○ a) (7,6) b) (7,11) c) (9,16) d) (16,4) Previous Page Next Page Page 17 of 30
Transcribed Image Text:Question 17 (Mandatory) (3.5 points) x3 = s² x1 x2 mod p and = Y3 : S(x1 − x3) — y₁ mod p where S= y2-y mod p; if P * Q (point addition) X2-X1 3x² + a 2yı = mod p if P Q (point doubling) (Show your work.) Consider the elliptic curve given by y² 3 x + 2x + 2 mod 17. The result of adding the points (9, 16) and (13, 7) is ○ a) (7,6) b) (7,11) c) (9,16) d) (16,4) Previous Page Next Page Page 17 of 30
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