Write all possible three-digit numbers using the digits $7, 0 a n d 6$ . Repetition of digits is not allowed. Also find their sum.

Open in App

Solution

All possible three-digit numbers
$706, 760, 670, 607$
$S u m : 706 + 760 + 670 + 607 = 2743$

Suggest Corrections

Similar questions

Q. Write all possible 3-digit numbers using the digits 6,0,4 when

(i) repetition of digits is not allowed
(ii) repetition of digits is allowed

Write all possible two-digit numbers using the digits $4 . 0 a n d 9$ . Repetition of digits not allowed. Also find their sum.

Write all possible two-digit numbers that can be formed by using the digits $2, 3 a n d 4$ . Repetition of digits is not allowed. Also find their sum.

Write all possible numbers using the digits $7, 0, 6$ . Repetition of digits is not allowed. [Hint. Here, the numbers can be of one, two or three digits.]

Write all possible three-digit numbers using the digits $3, 1 a n d 5$ . Repetition of digits is not allowed.

Join BYJU'S Learning Program

Write all possible three-digit numbers using the digits 7,0and6. Repetition of digits is not allowed. Also find their sum.

All possible three-digit numbers706,760,670,607Sum:706+760+670+607=2743

Write all possible three-digit numbers using the digits $7, 0 a n d 6$ . Repetition of digits is not allowed. Also find their sum.

All possible three-digit numbers
$706, 760, 670, 607$
$S u m : 706 + 760 + 670 + 607 = 2743$