when a number n is divided by divisor and we get the quotient q the reminder R then they are connected by the relation
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Answer:
The relation b/w divisor and quotient are as follows:
Step-by-step explanation:
The relationship established between divisor and quotient is expressed by ′ /ℎ .
′ states that every polynomial in variable can be expressed as:
()=[()×()]+()
Where, (),(),()() are dividend, divisor, quotient and remainder respectively.
Thus the relation between a divisor and quotient is :
()=[()×()]+()
()×()=()−()
()=()−()()
()=1()×()−()
∴ the relation between divisor and quotient is established.
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