Question

When a number is divided by 89, the quotient is 98 and the remainder is 17. What will be the remainder when the same number is divided by 98?

Answer 1

Answer:

d=(div)(quo)+rem

 =(89)(98)+17

 =8722+17

 =8739

Now, d÷98

        =8739÷98

By solving this, we get quo=89 and the remainder=17.

We can also prove this by dividend theorm      

Answer 2

When the same number is divided by 98 then the remainder will be 17.

Step-by-step explanation:

Let x be the number .

Divisor=89

Quotient=98

Remainder=r=17

We know that

Dividend=Divisor(quotient)+remainder

Substitute the value

$x=89(98)+17$

$x=8739$

8739=$98\times 89+17$

Hence, when the same number is divided by 98 then the remainder will be 17.

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