Question

Help............in the decimal number 33xy2y ,x and y represent digits. If the number is divisible by 275 find x. Help............in the decimal number 33xy2y ,x and y represent digits. If the number is divisible by 275 find x. @Mathematics

Answer 1

338525

Answer 2

how?

Answer 3

x = 8
y = 5

Answer 4

see as it is divisible by 275 means y will be either 5 or, 0

Answer 5

yeah kk

Answer 6

and 275 = 5*5*11

Answer 7

yes

Answer 8

that is the resultant should be divisible by 11

Answer 9

yeah

Answer 10

thus the 33xy2y should be divisible by 11.
That is the difference of sum of digits at odd place with the sum of digits at even places should be either 0 or, 11, or, multiple of 11

Answer 11

sum of odd place digits is 5+x
and sum of even place digit is 3 +2y

Answer 12

Difference is (5+x) - (3+2y) it should be either 0 / 11/ multiple of 11

Answer 13

difference is 2 + x - 2y

Answer 14

yes

Answer 15

y can be either 0 or, 5

Answer 16

when y = 0
therefore we have 2 + x (it should be 0 / 11 / multiple of 11)
but in no case it is possible so Y cannot be 0

Answer 17

possible 339020

Answer 18

x=9
y=0

Answer 19

so when y = 5
then we have 2 + x - 2*5 = 2 + x -10 = -8 + x

Answer 20

yes but then it is not divisible by 275

Answer 21

if x = 9 in that case it is not divisible by 275

Answer 22

oh

Answer 23

so it cannot be 9

Answer 24

now we got -8 + x
for what value of x u will have either 0 / 11 / multiple of 11

Answer 25

ok thnx u always make me understand
thnx a lot...............!!!!!!!!

Answer 26

so got the point how many rules u have to apply.........

Answer 27

yeah

Answer 28

another thing that u can do is use short cut that is calculator......hahaha satisfied with the answer

Answer 29

yup
100% satisfied

Answer 30

hey actually u tried to understand the thing other pplare just interested in answers not in the procedure so i gave u a medal