Register

CAT 2000 | Question: 68

• edited by
615 views

1 Answer

4 votes
4 votes

Remainder of $\frac{1421}{12} =5$

Remainder of $\frac{1423}{12}=7$

Remainder of $\frac{1425}{12}=9$

Remainder of $\frac{1421*1423*1425}{12}$ = Remainder of $\frac{5*7*9}{12}$= 3.

Hence, (3).3 is the Answer.

User Avatar
Voting & Accepting an answer helps improve the community
← PreviousNext →
← Previous in categoryNext in category →
Answer:

Related questions

1 votes
1 votes
4 answers
1
go_editor asked Mar 30, 2016
2,071 views
CAT 2000 | Question: 108
Convert the number $1982$ from base $10$ to base $12.$ The result is $1182$ $1912$ $1192$ $1292$
Convert the number $1982$ from base $10$ to base $12.$ The result is$1182$$1912$$1192$$1292$
0 votes
0 votes
1 answer
3
go_editor asked Mar 29, 2016
616 views
CAT 2000 | Question: 94
Let $\text{N} = 55^3 + 17^3 – 72^3.\; \text{N}$ is divisible by both $7$ and $13$ both $3$ and $13$ both $17$ and $7$ both $3$ and $17$
Let $\text{N} = 55^3 + 17^3 – 72^3.\; \text{N}$ is divisible byboth $7$ and $13$both $3$ and $13$both $17$ and $7$both $3$ and $17$
0 votes
0 votes
0 answers
5
go_editor asked Mar 28, 2016
364 views
CAT 2000 | Question: 69
The integers $34041$ and $32506$ when divided by a three-digit integer $`n\text{’}$ leave the same remainder. What is $`n\text{’}?$ $289$ $367$ $453$ $307$
The integers $34041$ and $32506$ when divided by a three-digit integer $ n\text{’}$ leave the same remainder. What is $ n\text{’}?$$289$$367$$453$$307$
Link Copied!