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The sum of the squares of the first 30 natural numbers is _____.
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Answered by
9
Hi friend..
Here i am trying to answer your question
✴️✴️✴️ANSWER✴️✴️✴️
In Mathematics,we can find easily by using a formula of “sum of squares of the first n natural numbers”
The sum of squares of the first n natural numbers is:
(n(n+1)(2n+1))/6
Here n=30
Therefore ,((30)*(30+1)*((2*30)+1))/6=9455
I hope it will help
✌☺️
Here i am trying to answer your question
✴️✴️✴️ANSWER✴️✴️✴️
In Mathematics,we can find easily by using a formula of “sum of squares of the first n natural numbers”
The sum of squares of the first n natural numbers is:
(n(n+1)(2n+1))/6
Here n=30
Therefore ,((30)*(30+1)*((2*30)+1))/6=9455
I hope it will help
✌☺️
ayan98542:
no
Answered by
6
First term = 1²=1
Last term = 30² = 900
Number of terms =30
Sum = 30/2(900+1)= 15*901 = 13515
hope it helps mark as brainliest
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