Mathematics
Write 2-digit odd numbers whose sum of digits is 8.
Number Play
2 Likes
Answer
For a 2-digit number to be odd, the unit's digit must be odd (1, 3, 5, 7 or 9).
We need digits with sum 8:
- Unit's digit 1: ten's digit = 7. Number = 71.
- Unit's digit 3: ten's digit = 5. Number = 53.
- Unit's digit 5: ten's digit = 3. Number = 35.
- Unit's digit 7: ten's digit = 1. Number = 17.
(Unit's digit 9 gives ten's digit −1, not valid.)
Hence, the 2-digit odd numbers whose sum of digits is 8 are 17, 35, 53 and 71.
Answered By
3 Likes
Related Questions
Three brands A, B and C of biscuits are available in packets of 12, 15 and 21 biscuits respectively. If a shopkeeper wants to buy equal number of biscuits of each brand, what is the minimum number of packets of each brand he should buy?
Two numbers are co-prime and their LCM is 4940. If one of the numbers is 65, find the other number.
Write all pairs of 2-digit twin primes such that on changing the places of their digits, they still remain prime numbers.
There are just four natural numbers less than 100, which have exactly three factors. One of them is 25, what are the other three? What can be said about these numbers?