Question

Find the greatest number of three digits which when divided by 34 leaves remainder as 2.

Answer 1

Answer:

Step-by-step explanation:978

Answer 2

Answer:

988 is the greatest number of three digits which when divided by 34 leaves remainder as 2.

Step-by-step explanation:

Divisor =34

Greater three digit number = 999

We know that :

$Dividend = (Divisor \times Quotient)+remainder$

$999= (34 \times 29)+13$

Now we are supposed to fin the  the greatest number of three digits which when divided by 34 leaves remainder as 2.

So, $Dividend = (Divisor \times Quotient)+remainder$

$Dividend = (34 \times 29)+2$

$Dividend =988$

Hence 988 is the greatest number of three digits which when divided by 34 leaves remainder as 2.