No, what people are calling “implicit multiplication” is either The Distributive Law - which is the first step in solving Brackets - or Terms - and neither of these things is “multiplication”. Multiplication literally refers to multiplication symbols only.
It’s why that symbol is not used by real mathematicians at all. It is just abundantly more clear what you’re saying if you use the fraction bar notation
The division symbol is used - it is not the same thing as a fraction bar.
x÷y(z) is the SAME as x÷y*z.
No, it’s the same as x÷(y*z).
There’s no mathematical or logical reason to treat it differently
Terms, The Distributive Law, are why it’s treated differently.
A Maths textbook.
It’s standard in every Maths textbook.
The “few people” are Maths teachers and Maths textbook authors.
There’s no such thing as implicit multiplication
No, what people are calling “implicit multiplication” is either The Distributive Law - which is the first step in solving Brackets - or Terms - and neither of these things is “multiplication”. Multiplication literally refers to multiplication symbols only.
The division symbol is used - it is not the same thing as a fraction bar.
No, it’s the same as x÷(y*z).
Terms, The Distributive Law, are why it’s treated differently.