Can one express division as subtraction/addition like one can express multiplication as addition?
Like $2 \times 3 = 2+2+2$, can it also be done on division, like saying "$3$ = the number of times $2$ was subtracted from $6$?"
Can one express division as subtraction/addition like one can express multiplication as addition?
Like $2 \times 3 = 2+2+2$, can it also be done on division, like saying "$3$ = the number of times $2$ was subtracted from $6$?"
Division can just be represented as subtraction or addition.
For example:
$6 \div 3$ can be represented as $6-(3+3)$ or $6-3-3$
Since $6-(3+3)= 0$, we know that 3 can be fitted into 6 two times $3+3$, two 3s.
We basically subtract the dividend by the divisor until it reaches 0. (or less than the divisor, then the remaining is the remainder)