What is the highest number that will divide 63, 35,77 leaving 7 as remainder in each case
Answers
Answered by
2
Answer:
Answer is 3472
Explanation:
Find the LCM of the 3 numbers:
63- 3*3*7
35-7*5
77-7*11
Therefore Multiply those nos. excluding 7 ( 7 is divisible for all the numbers) by taking a common 7 out
=3*3*7*5*11
=3465
This leaves the remainder 7. Therefore add 7
=3465+7
=3472
Similar questions