Question

I'm the dividend , if divisor is - 12 quotient is - 13and remainder is 10 find my value answer fast urgent please answer​

Answer 1

What is the formula of finding the divisor when quotient, dividend and remainder is given?

Hey there ! Well ,Yes . You can if you know the remaining three quantities that are quotient , dividend and remainder . So according to your questions they are given

Here are some basic formulas which you can use !

As we know that Divident = (Divisor × Quotient) + Remainder

So We will deduce the remaining formulas by using this algorithm only !

So, If those three quantities are given then :-

1st Formula(if divisor , quotient and remainder are given)

For example the question is :- find the dividend if the divisor is 2 , quotient is 3 and remainder is 1

So will use the algorithm dividend = divisor × Qu

Oh man, can’t you give this, say, a minute of your time to think this through yourself? Is it really too much to realize that

dividend=divisor*quotient + remainder

and from this

dividend -remainder=divisor*quotient

in other words that the “problem” is completely symmetric in divisor and quotient, in yet other words that not only can you find the divisor from those three data, but you don’t even have to know the remainder, since that is superfluous and may make the problem unsolvable if someone drops the ball along the way.

EDIT: I should have taken another minute to think this through, since I let my enthusiasm run away with me. The symmetry between quotient and divisor is only partly true, because the remainders are not the same. They are if n<q2+2q and in that case you don’t need the remainder, but otherwise you do. ( n dividend, q quotient). Like in n=31, q=2, solutions are d=15,r=1; d=14, r=3; d=13, r=5; d=12, r=7; d=11, r=9.