Toes♀@ani.social to 196@lemmy.blahaj.zone · 11 months agoGlitch in the matrixani.socialimagemessage-square493fedilinkarrow-up1409arrow-down10
arrow-up1409arrow-down1imageGlitch in the matrixani.socialToes♀@ani.social to 196@lemmy.blahaj.zone · 11 months agomessage-square493fedilink
minus-squaredoctorcrimson@lemmy.todaylinkfedilinkarrow-up2·edit-211 months agoIt means A ÷ B(C) which is equivalent to A ÷ (B*C) I literally just explained this. The Parenthesis takes priority over multiplication and division outright. Maybe B*C = B(C) But A ÷ B(C) =! A ÷ B * C
minus-squarederphurr@lemmy.worldlinkfedilinkarrow-up1·edit-211 months agoNo. It’s ambiguous. In a math book or written by anyone that actually uses math, you don’t have a “%” You group stuff below the line, and you use parens and brackets to group things like (a + b) and (x)(y) so that it is not ambiguous. 2/xy would be almost always interpreted differently than 2/x(x+y) which is ambiguous and could mean (2/x)(x+y) or 2/[(x)(x+y)]
minus-squaredoctorcrimson@lemmy.todaylinkfedilinkarrow-up1·11 months agoYou continue to say it’s ambiguous, but the most commonly used convention on earth very clearly prioritizes parenthesis. It is not ambiguous.
It means
A ÷ B(C) which is equivalent to A ÷ (B*C)I literally just explained this. The Parenthesis takes priority over multiplication and division outright.
Maybe B*C = B(C) But A ÷ B(C) =! A ÷ B * CNo. It’s ambiguous. In a math book or written by anyone that actually uses math, you don’t have a “%”
You group stuff below the line, and you use parens and brackets to group things like (a + b) and (x)(y) so that it is not ambiguous.
2/xy would be almost always interpreted differently than 2/x(x+y) which is ambiguous and could mean (2/x)(x+y) or 2/[(x)(x+y)]
You continue to say it’s ambiguous, but the most commonly used convention on earth very clearly prioritizes parenthesis. It is not ambiguous.