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what if I pick a = 789 and b = -789? The sum is equal to 1 but the sum of the squares is vastly larger. In fact, it would seem that there is no maximum at all, just the minimum, eh?
Only a minimum. You are correct. But the constraint limits the sum of the 2 numbers to be no greater than 1.
Michel van Biezen sorry had a typo, I meant 789 and -788.
sir I have watched all your astronomy videos. currently I want to learn the relativity so can soon make videos on relativity.
Here is the playlist: PHYSICS 62 RELATIVITY th-cam.com/play/PLX2gX-ftPVXUHWgsWbVG3__1dC8nKMvEi.html
thank you sir
Sorry, you found the MINIMUM, not the maximum. A=1, B=0 is already bigger. Redo.
Good catch. Thank you. The equation is a parabola that opens upward, so it has to be a minimum.
so can * you *
what if I pick a = 789 and b = -789? The sum is equal to 1 but the sum of the squares is vastly larger. In fact, it would seem that there is no maximum at all, just the minimum, eh?
Only a minimum. You are correct. But the constraint limits the sum of the 2 numbers to be no greater than 1.
Michel van Biezen sorry had a typo, I meant 789 and -788.
sir I have watched all your astronomy videos. currently I want to learn the relativity so can soon make videos on relativity.
Here is the playlist: PHYSICS 62 RELATIVITY th-cam.com/play/PLX2gX-ftPVXUHWgsWbVG3__1dC8nKMvEi.html
thank you sir
Sorry, you found the MINIMUM, not the maximum. A=1, B=0 is already bigger. Redo.
Good catch. Thank you. The equation is a parabola that opens upward, so it has to be a minimum.
so can * you *