In a four digit number all the four digits are different and sum of all digits is 27. In the number

NAVEEN KUMAR   10 years AGO

possible digit are 9,5,6,7
number-6759 and 7659
hence sum=6759+7659=14418

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vipin   10 years AGO

7659+6759=14418

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suganya   10 years AGO

possible numbers will be 6759 7659 so sum=14418

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pawan kumar   10 years AGO

By hit and trial method there are
only two numbers who satisfies all
the conditions... 7659 & 6759

so sum = 14418

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Ranjit Somisetty   10 years AGO

6759+7659=14418

Like? Yes (1) | No   

Inline Geek   10 years AGO

there is only one way to get digits with sum = 27 and given constraints these are 5, 6, 7 and 9
now as per question condition only two numbers can be formed out of these, which are : 6759 & 7659
and their addition is = 14418

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sumit   10 years AGO

6759+7659=14418(4)

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BHASKAR MANDAL   10 years AGO

one digit max and ten digit lowest
so if one digit is 9 then one digit will be , as 3,4 is not possible so thousand and hundred place will be 7,6 both interchanging the place
6759 + 7659 = 14418

for 8 is and further is not possible
as, 27-8=19
possible summation are
2+9+8
3+9+7
4+8+7
4+9+6
5+8+6
which are not possible by the condition

same for 7,6, etc
so the solution is 14418

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Sohidul Islam   10 years AGO

Four digits that will sum up 27 are 5+6+7+9=27
Now the unit digit contains the max i.e 9 & the tenth digit is least...so the possible numbers are 6759 and 7659
If we add these 6759+7659=14418.....so the correct option is (4)

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sandip kumar gupta    10 years AGO

7659+6759=14418

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Mogilipuri.Harish   10 years AGO

4digit no: 7659+6759=>14418

ans: 14418

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shubhi garg   10 years AGO

7659+6759

as 9+5=14
and 7+6=13

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VANAMALA MAHESH BABU   10 years AGO

possible numbers are 7659 and 6759

then sum = 7659+6759
= 14418

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sagar garg   10 years AGO

only two nos satisfy the given condition which are
7659 and 6759
so add both
sum=14418(7659+6759)

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PRANEETH   10 years AGO

9+8+7+6 = 30
we need to get 27 as sum of digits so substract 3 from any digit so that no digit is repeated.
we can substract only from 8
so 9+5+7+6 =27
from the given conditions possible numbers are 7659 and 6759.
so sum of them is 14418

Like? Yes (1) | No   

MOHIT GARG   10 years AGO

Let the four digit number is 'abcd'
Such that a + b + c + d = 27
There are only one set possible I.e. (5,6,7,9)
7659 and 6759 are two possible cases.
There sum is 14418 (Answer)

Like? Yes (1) | No   

Vanika   10 years AGO

let the no. be xyzp
x + y +z +p = 27
then p is highest digit and z is smallest
let p=9
then by hit and trial for given condition
cases are 1. z=5
x=7
y=6
2. z=5
x=6
y=7
so sum of 7659 + 6759 = 14418

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Manish Singhal   10 years AGO

6 +7+5+9=27
7+6+5+9=27

6759+7659= 14418

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Chinmoy Barman   10 years AGO

None of 0,1,2 can be used because the sum of the 4 digits will be

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NISHANT VERMA   10 years AGO

numbers are 7659 and 6759
so sum = 14418

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Vinoth Varatharajan   10 years AGO

There are only two possible numbers with the given demands, They are 7659,6759.
The sum of these two numbers is 14418.

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S.SHAFI   10 years AGO

We have only two possibilities with greatest number in unit's place and least number in ten's place..

6759
7659

Sum is ---->>>>> 14418

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Urvashi Jain   10 years AGO

let a bcd
according to the question ten digit are least and unit digit should be largest digit
there are two possible cases:
7659+6759=14418

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Gitanjali K   10 years AGO

there are only 2 possible numbers.
and those are 6759 & 7659
so 6759+7659=14418
therefore option (4) is the answer

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virendra tiwari   10 years AGO

no 5+6+7+9=27
6759+7659=14418

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Mahendra Jakka   10 years AGO

6759+7659=14418

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Suganya   10 years AGO

given
a+b+c+d=27
c is least so let c=5
d is greatest so let d=9
so the nos satisfying these condition are 6759 and 7659
adding this 14418

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trinadh   10 years AGO

we can form sum equal to 27 using 5,6,7,9
but 3 digit should be least and fourth digit should be greatest
so 6759 is one number another number is 7659
sum is 14418

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Anesh Parvatha   10 years AGO

6759+7659

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AJAY KUMAR   10 years AGO

7+9+6+5=27
a/q
two possible nos are 7659 and 6759.
therefore, sum of possible results are (7659+6759)=14418

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sanjeev kumar   10 years AGO

Ans 4

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vikash kumar   10 years AGO

14418 is the answer

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ADARSH GAURAV   10 years AGO

14418 is the answer.
numbers are7659 and 6759

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ankit sharma   10 years AGO

only two possible cases
6759 and 7659
sum will be 14418
option 4

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MUTHAKANA UDAY BHASKAR   10 years AGO

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abhilasha   10 years AGO

Just I analyse the question

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ANKUR ANAND   10 years AGO

only one set of numbers is possible 9,5,6,7
arranging these digits we get two numbers these are 7659 and 6759
adding these two we 14418

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Syed Atamish Ali   10 years AGO

By considering all the above given constraints...
There are only two possible numbers following all conditions..
They are 67759 and 7659..
Their sum =14418
Hence answer 4 ).

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Amit Verma   10 years AGO

since sum of digits is 27 therefore last six options are not valid
tense and units digit are smallest and greatest digit of the no.
only possible answer is 14418
option 4 is correct

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g lokesh   10 years AGO

there are two possibilities.
two numbers are 6759,7659
sum=6759+7659
=14418
option 4

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posirajesh   10 years AGO

Two numbers are 6759 & 7659

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Pooja P   10 years AGO

there will be only two such numbers:-
6759 and 7659 and their sum=14418

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rajani   10 years AGO

based on the data the possible number would be formed using 5,6,7 and 9..
And the No .will be ,either 6759 or 7659
So the sum is 6759+7659=14418

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Aman   10 years AGO

possible numbers are 7659 and 6759.
sum = 14418.

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Pranav Bharti   10 years AGO

Those numbers will be in 0,1,2,5,6,7,8,9
only 7659 and 6759 numbers are possible that satisfy given conditions....
so sum is=14418

Like? Yes (1) | No   

Ajeet Singh   10 years AGO

we have the the numbers as 1,2,5,6,7,8,9
by condition Ten's and unit's digits are least and greatest digits of the given number respectively we have 5 and 9 as the last digit and for the sum to be 27 we should use 6 and 7
two number are 6759 and 7659 sum is 14418

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surya   10 years AGO

6759(sum is 27)
+ 7659(sum is 27)
...............
14418

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Ajinkya Kulkarni   10 years AGO

Possible combinations which satisfy all the condition are
6759 and 7659

So addition is 14418

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Narasapu Hari prasad   10 years AGO

there exists only two number with the given constraints those numbers are 6759 and 7659
addition of this two numbers is 14418

Like? Yes (1) | No   

Tania Chatterjee   10 years AGO

There are only two possible numbers with the given constraints those are
7659,6759
the sum of these two numbers is 14418.

Like? Yes (1) | No   

Soham Chakraborty   10 years AGO

x,10y+x,100y+x,1000y+x

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Anitha   10 years AGO

possible digits are 5,6,7,9
ten's digit will be 5
unit 's digit will be 9
there is only two possibilities 7659 and 6759
sum is 14418

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POTHEDAR PRAMODKUMAR   10 years AGO

7659
+ 6759
--------
14418
----------

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vishnuvardhan   10 years AGO

5,6,7,9 are possible digits whose sum is 27
5 is arranged in ten's place and 9 in unit's place
possible ways are
6759
7659
sum of all possible results 7659+6759=14418

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Shashank Kapoor   10 years AGO

there will be two numbers satisfying the condition ie 6759 and 7659
sum of these two numbers is 14418.

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gautam gaurav   10 years AGO

7659+6759=14418

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vivek   10 years AGO

only two such type of number are possible....6759 and 7659
so, sum= 6759+7659=14418

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joeroshan   10 years AGO

let's take unit digit as 9 as it is the largest. We can't take 2 and 1 in tens digit as they will not give sum of 27. So let's take 5. Now try remaining 6,7,8 and find which two numbers will end up in sum 27. Hence the numbers are 6759 and 7659. So the sum is 14418

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amit kumar   10 years AGO

Ans is 14418.
there are only two possible numbers with the given constraints those are
7659,6759
the sum of these two numbers is 14418.

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jitendra varshney   10 years AGO

reason is simple no is 7659 and 6759 ,so there sum is 7659+6759=14418

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yagnik pandya   10 years AGO

Answer is 4th option

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Phani Raaj   10 years AGO

possible numbers are 7659 and 6759
sum=14418

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RAKESH   10 years AGO

6759 + 7659 = 14418

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Mahesh   10 years AGO

The four digits to be used are 9,7,6,5
As 5 should be in the tens place and 9 in the units place, the only possibilties are
6759 and 7659
Sum lf them is 14418

Like? Yes (1) | No (1)