Due in class on April 15th, 2015.

1. Show that if is relatively prime with , then there is an integer s.t. .

2. Let , . Compute . Find integers s.t. .

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# HW 6 (bonus)

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Due in class on April 15th, 2015.

1. Show that if is relatively prime with , then there is an integer s.t. .

2. Let , . Compute . Find integers s.t. .

Is there special requirement about e and f since there are multiple answer?

No.

In ae + bf = c, we know a, b and c. Wouldn’t this just translate the problem to a straight line graph? Where we can solve e in term of f?

no, since it won’t be integers.