When a two digit number is increased by 4 the sum of its digits is equal to half nof the

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Previous Question: The sum of 1006 different positive integers is 1019057. If none of them is greater than 2012, what is the minimum number of these integers which must be odd? Next Question: In a village, friendship among girls is mutual. Each girl has either exactly one friend or exactly two friends among themselves. One morning, all girls with two friends wear red hats and the other girls all wear blue hats. It turns out that any two friends wear hats of different colours. In the afternoon, 10 girls change their red hats into blue hats and 12 girls change their blue hats into red hats. Now it turns out that any two friends wear hats of the same colour. How many girls are there in the village? (A girl can only change her hat once.)

(#M40010880) OTHERS question 2 digit number Keep an EYE

When a two-digit number is increased by 4, the sum of its digits is equal to half
of the sum of the digits of the original number. How many possible values are
there for such a two-digit number?: Asked In Others Sangeeta (12 years ago); Solved thangamari Read Solution (1); Is this Puzzle helpful? (2) (1) Submit Your Solution

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Latest Others Aptitude Question SOLUTION: When a two-digit number is increased by 4, the sum of its digits is equal to half of the sum of the digits of the original number. How many possible values are there for such a two

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(#M40010880) OTHERS question 2 digit number Keep an EYE

When a two-digit number is increased by 4, the sum of its digits is equal to half
of the sum of the digits of the original number. How many possible values are
there for such a two-digit number?

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Latest Others Aptitude Question SOLUTION: When a two-digit number is increased by 4, the sum of its digits is equal to half of the sum of the digits of the original number. How many possible values are there for such a two

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Maths Puzzle

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(#M40010880) OTHERS question 2 digit number Keep an EYE

When a two-digit number is increased by 4, the sum of its digits is equal to half of the sum of the digits of the original number. How many possible values are there for such a two-digit number?

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When a two-digit number is increased by 4, the sum of its digits is equal to half
of the sum of the digits of the original number. How many possible values are
there for such a two-digit number?