Question

If a number is divided by 573,it gives 391 as quotient and 305 as remainder. find the number

Answer 1

$Heya$‼


$As\:we\:know,$

$Divisor=Dividend×Quotient+Remainder$

$Divisor=573×391+305$


$According\:to\:the\:BODMAS,$

$Divisor=224043+305$

$Divisor=224348$


$So,the\:number \:is\:224348.$

Answer 2

Answer:

The required number is 224348

Step-by-step explanation:

By using the Division Algorithm,

Dividend = Divisor × Quotient + Remainder

Here, Divisor = 573, Quotient = 391 and Remainder = 305

To Find : Dividend

Now, on substituting values we get,

Dividend = 573 × 391 + 305

               = 224043 + 305

               = 224348

Hence, The required number is 224348