Question

the greatest number whose sum of the digits in one place and hundreds space is 5 and sum of the digits in tens and thousands Place is six digits should not be repeated​

Answer 1

Answer:

units place and ...

24-Apr-2017 · In a four-digit number, the sum of the digits in the units place and the tens ... D are digits - numbers between 0 and 9 inclusive, except for A which can not be 0.

Answer 2

Concept introduction:

For a number to be greatest the higher number possible should be placed towards left.

Explanation:

Given that, sum of the digits in one place and hundreds space is five and sum of the digits in tens and thousands place is six.

We have to find, the greatest number possible under given condition.

According to the question,

Sum of the digits in one place and hundreds space is $5$

Therefore the digit in hundreds place must be $4$ and ones place is $1$.

Sum of the digits in tens and thousands place is $6$.

Therefore the digit in thousand place must be $6$ and tens place is $0$.

Hence the number is $6401$.

Final Answer:

The number is $6401$.

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