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Q 1/14
Score 0
A number x that is relatively prime to a given integer m and for which a number exists whose square gives the same remainder as x when divided by m.
30
Quadratic Reduce
Quadratic Residue
Euler's Criterion
Quadratic Function
Q 2/14
Score 0
What "a" means in the form of x^2 = a (mod m)
30
Quadratic Reuse
Quadratic Letter
Quadratic Modulo
Quadratic Residues
14 questions
Q.
A number x that is relatively prime to a given integer m and for which a number exists whose square gives the same remainder as x when divided by m.
1
30 sec
Q.
What "a" means in the form of x^2 = a (mod m)
2
30 sec
Q.
Let a, m element of Z with x > 0 and gcd (a,m) = 1. Then a is said to be a quadratic residue modulo if __________ is solvable. Otherwise, it is a quadratic non-residue
3
30 sec
Q.
What are the quadratic residues of 7?
4
30 sec
Q.
Which of the following is relatively prime?
5
30 sec
Q.
What are the quadratic residues of 20?
6
30 sec
Q.
What is the definition Euler's criterion (theorem)?
7
30 sec
Q.
What is the quadratic Residue if m = 3?
8
30 sec
Q.
What is the Quadratic Residue of 3^2 (mod 5)?
9
30 sec
Q.
Four is a quadratic residue of 9.
10
30 sec
Q.
What is the quadratic residue if 2^2 (mod 9) using modular arithmetic
11
30 sec
Q.
The greatest common divisor is also called:
12
30 sec
Q.
The trick for modular arithmetic is to focus on ________.
13
30 sec
Q.
What is the group name who presented and the topic being discussed?
