The smallest number divisible by the sum of first 10 whole numbers
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Answers
Answered by
3
Hello Dear!!!
Here's your answer...
The sum of first 10 whole numbers is
one number is 0
so...dont count 1 number..
Sum of first 9 numbers is
n(n+1)/2
9*10/2
90/2
45
45 is divisible by 3
The smallest number which divides 45 is 3
________________________________________________
HOPE THIS HELPS YOU...
Here's your answer...
The sum of first 10 whole numbers is
one number is 0
so...dont count 1 number..
Sum of first 9 numbers is
n(n+1)/2
9*10/2
90/2
45
45 is divisible by 3
The smallest number which divides 45 is 3
________________________________________________
HOPE THIS HELPS YOU...
Answered by
3
Hello dear user!!! ✌️✌️
Here is your answer goes like this:
================================================
QUESTION :
ANSWER:
GIVEN;
The sum of first 10 whole numbers are :
one number is 0, we get
Dont count 1 number..
Sum of first 9 numbers is
=>n(n+1)/2
=>9*10/2
=>90/2
=>45
HENCE 45 IS DIVISIBLE BY 3......
the smallest number that divides 45 is 3
=================================================
I HOPE THIS WILL HELPS YOU ✌️✌️
HAVE A GREAT DAY AHEAD ✌️✌️
^_^
Here is your answer goes like this:
================================================
QUESTION :
ANSWER:
GIVEN;
The sum of first 10 whole numbers are :
one number is 0, we get
Dont count 1 number..
Sum of first 9 numbers is
=>n(n+1)/2
=>9*10/2
=>90/2
=>45
HENCE 45 IS DIVISIBLE BY 3......
the smallest number that divides 45 is 3
=================================================
I HOPE THIS WILL HELPS YOU ✌️✌️
HAVE A GREAT DAY AHEAD ✌️✌️
^_^
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