Correction for Problem 4: As long as a and b have GCD, the problem always has infinitely many solutions. That's why after getting Xo = -336 and Yo = 96, we need to get the general equation for x and y. Therefore the final answer for Problem 4 are: x = -336 + 18t y = 96 - 5t Sorry po, this is an honest mistake. But nevertheless, ito po yung tamang question and answer po.
Hellow po.. Thanks for sharing.. Anyways if i may ask how about if it has one solution po😊.. and Do you have video about quadratic diophantine equation then po..
Correction for Problem 4:
As long as a and b have GCD, the problem always has infinitely many solutions. That's why after getting Xo = -336 and Yo = 96, we need to get the general equation for x and y. Therefore the final answer for Problem 4 are:
x = -336 + 18t
y = 96 - 5t
Sorry po, this is an honest mistake. But nevertheless, ito po yung tamang question and answer po.
Hellow po.. Thanks for sharing.. Anyways if i may ask how about if it has one solution po😊..
and
Do you have video about quadratic diophantine equation then po..
does having one solution, has a restriction?po