At 12 minutes you say that you have a solution for x, y, z. You only have a solution for z. X and y can be found in terms of a and b after some hairy calculations. Have you left this to the watchers or am I missing something.
Messy solution. I don't get why you refused to just solve the equations for x and y (in terms of a and b)? Also, at 13:08 you say "we know that a must be positive". But it's unclear why that is. You didn't show it. You just state this.
because he has to give conditions about a and b so that x,y,z are distinct positive integers and a is the sum of x,y,z which are positive integers, a will also be positive
Man, ur awesome! Greeting from Poland
Love from Bangladesh
Assalamualaikum brother plz bring theory and prepare us for Olympiad
Love from Bangladesh ❤️💯
At 12 minutes you say that you have a solution for x, y, z. You only have a solution for z. X and y can be found in terms of a and b after some hairy calculations. Have you left this to the watchers or am I missing something.
Exactly, do it yourself.
Messy solution. I don't get why you refused to just solve the equations for x and y (in terms of a and b)?
Also, at 13:08 you say "we know that a must be positive". But it's unclear why that is. You didn't show it. You just state this.
because he has to give conditions about a and b so that x,y,z are distinct positive integers and a is the sum of x,y,z which are positive integers, a will also be positive
Man, you just have to solve the quadratic equation and get the solution by yourself. He did the most relevant and crucial part.
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