Number Pattern for numbers 1,1/4/,1/9,1/16,1/25..?

Question

next two numbers in the pattern

Answer 1

1/36 1/49

Answer 2

The pattern is fairly easy if you examine only the denominators. Since all the numerators are the same, you don't need to examine those. If you know your squares, it should show you an ascending pattern of squares in the denominators. 4 is 2 squared, 9 is 3 squared, 16 is 4 squared, etc.

The next two would be 1/36 and 1/49 because after 5 squared come 6 squared and 7 squared, or 36 and 49.

Answer 3

1/36 and 1/49 are the next two numbers. the sequence is 1 over 1 squared, 1 over 2 squared, 1 over 3 squared, etc.

Answer 4

1/36

Answer 5

1/36, 1/49
denominator is the squares of consecutive numbers

Answer 6

1/36, 1/49
I forget the correct way to write this but I guess the pattern is
1/n^2 for all integers starting at n=1

Answer 7

1/36 , 1/49
perfect square bases

Answer 8

The next two numbers pattern are 1/36 and 1/49
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Explanation:
1 - 1/(1^2)
1/4 - 1/(2^2)
1/9 - 1/(3^2)
1/16 - 1/(4^2)
1/25 - 1/(5^2) so the next two numbers are:
1/36 - 1/(6^2)
1/49 - 1/(7^2)
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-Hope that Helps and Good Luck-

Answer 9

the n-th number in this series is

1/(n^2)
so the 6th number 1/36
and the 7th number is 1/49