Math, asked by vaibhavi210, 1 year ago

which is least no. of 5 digits completely divisible by 39

Answers

Answered by darkknight07

10023 is divided by 39 and you'll get 257

darkknight07: least 5 digit no. is 10000. so, now divide the 10000/39. and R = 16. after that sub. the 16 from 39 ie 39-16=27 now add 27 to 10000 and you will get 10027.

darkknight07: I hope now it'll clear to you..

darkknight07: if you have any quarry then you can ask..

vaibhavi210: thanku

darkknight07: wlcm

vaibhavi210: sorry but one quarry... answer should be 10023 plzz try and show me the full solv.

darkknight07: sorry vo actually 39-16=23 then the ans will correct ie 10027

darkknight07: sorry for my mistake..

vaibhavi210: it happens ..thanku

darkknight07: pleasure.

Answered by arnab2261

${Answer :-}$

Here, we have that the least number of 5 digits is 10000.

Now, divide 10000 by 39.
So, we have that the quotient is 256 and the Remainder is 23.

Now, and the Remainder to the dividend.
So, 10000 + 23 = 10023.

Therefore, 10023 is the least no. of 5 digits completely divisible by 39.

Hope this helps,.

If helps, please mark it as brainliest ^_^

arnab2261: hope this helps,.

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