Latest exam Aptitude Question SOLUTION: on dividing a number by 9,the remainder is 8.the quotient so obtained when divided by 11,leaves reaminder 9. the new quotient obtained when divided by 13, leaves a remainder 8.find

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(#M40037579) EXAM Numerical Ability question Keep an EYE

on dividing a number by 9,the remainder is 8.the quotient so obtained when divided by 11,leaves reaminder 9. the new quotient obtained when divided by 13, leaves a remainder 8.find the remainder when the number is divided by 1287

Asked In exam Tejaswani (9 years ago)

Solved shree Read Solution (2)

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Read Solution (2) :

mitesh kumar  (9 years ago)

step1: let no is x and quotient is y
then
x=9y+8

step2: no is y and quotient is z
then
y=11y+9

step3: no is z and quotient is u
then
z=13u+8

step4:substitute the value of z in y

step5:substitute the value of y in x

we get x=1287u+881

so remainder is 881 when the no. is devided by 1287.

Is this solution Helpfull? Yes (6) | No (1)  

shree  (9 years ago)

dividing by 9 then reminder is 8
dividing by 11 then reminder is 9
dividing by 13 then reminder is 8
so dividing by 1287(9*11*13) then reminder is =8*8*9=576

Is this solution Helpfull? Yes (2) | No (9)  

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