Question

can you find a four digit number with different digits in it and it begins and ends with an odd number and has two even numbers moreover the number is divisible by 19 and 519​

Answer 1

3489 ghshzgdggdhdgdhgdhduwkrrh

Answer 2

The number is 9861

Step-by-step explanation:

The 4 digit number is divisible by 19 and 519

Both, 19 and 519 are prime numbers.

Step 1: Find the LCM of 19 and 519.

LCM = 19 x 519 = 9861

When we analyse the answer, i.e., 9861, we can see that it contains different digits in all places.

The 2 digits in the center are even digits and the digits at the end are odd.

Since it is a LCM of 19 and 519, it is also divisible by these 2 values.

Hence, the number is 9861