Member • Dec 3, 2013
Find the number puzzle.
What is that number?
Please provide step by step solution to this problem.
Member • Dec 3, 2013
Member • Dec 3, 2013
Administrator • Dec 3, 2013
Please share the script, friend! 😁kedarjk2519
I wrote a simple python program to find it out. 😉
Member • Dec 3, 2013
Member • Dec 3, 2013
Member • Dec 5, 2013
its n*LCM(divisor)-(difference Between divisor and remainder) , n is any natural number .ianoopThat's an bad programming, number of loops will be 2519.
This is class 8th problem which is calculated by following method, It's like following
LCM (reminders) *x - GCD(Numbers) until you find the solution. x is an Integer.
I don't remember that exact method.
Member • Dec 5, 2013
Member • Apr 23, 2014
A number whenAnkita KatdareThere is a number less than 3000 that when divided by 2 leaves a remainder of 1, when divided by 3 leaves a remainder of 2, when divided by 4 leaves a remainder of 3, When divided by 5 leaves a remainder of 4, when divided by 6 leaves a remainder of 5, and so on up to nine.
What is that number?
Please provide step by step solution to this problem.
Member • Apr 23, 2014