Menu Close

There-are-two-numbers-n-1-and-n-2-they-are-composed-by-three-digits-the-sum-of-3-digits-that-compose-n-1-is-15-the-first-digit-of-n-2-is-the-second-digit-of-n-1-and-the-first-d




Question Number 100465 by mathocean1 last updated on 26/Jun/20
There are two numbers n_(1 ) and n_(2      ) .  they are composed by three digits.  the sum of 3 digits that compose n_1    is  15. the first digit of n_(2 ) is the   second digit of n_1  and the first   digit of n_1  is also the second digit of  n_(2 ) . we know also that n_1  is a prime  number and we know also that n_1 is  divisible by 5 and n_1 −n_2 =306.    1) find n_1 and n_(2.)     Sorry, the first digit of n_(1 ) and n_2  is ≠0
Therearetwonumbersn1andn2.theyarecomposedbythreedigits.thesumof3digitsthatcomposen1is15.thefirstdigitofn2istheseconddigitofn1andthefirstdigitofn1isalsotheseconddigitofn2.weknowalsothatn1isaprimenumberandweknowalsothatn1isdivisibleby5andn1n2=306.1)findn1andn2.Sorry,thefirstdigitofn1andn2is0
Commented by Aziztisffola last updated on 27/Jun/20
n_(1 ) is a prime number and divisible by 5   then n_1 =5. somthing went wrong.
n1isaprimenumberanddivisibleby5thenn1=5.somthingwentwrong.
Answered by MAB last updated on 26/Jun/20
let n_1 = 100a+10b+c  we have:  a+b+c=15    (n_1  is divisible by 3)  and n_1  is prime so n_1 =003  however 0+0+3≠15  problem has no solution
letn1=100a+10b+cwehave:a+b+c=15(n1isdivisibleby3)andn1isprimeson1=003however0+0+315problemhasnosolution

Leave a Reply

Your email address will not be published. Required fields are marked *