Question

Find the largest no of 4 digit which when divide by 4,7,13 leave a remainder of 3 in each case

Answer 1

Answer:

9831

Step by step explanation:

First of all,

LCM = ( 4,7,13) = 364

Wr know that,

➡️ Largest 4 digit number = 9999

Therefore,

As per as question, we have to divide LCM by largest 4 digit number.

=> 9999/364

=> 171 (Reminder)

Therefore,

=> 9999 - 171

=> 9828 + 3

=> 9831

▪️ Therefore, the number is 9831

In this question, we have to find 4 digit largest number. Which is divide by 4,7,13 to leave the remainder 3 in each Case.

In short, We have to find 4 digit largest number which can be divide by 4,7,13.