what is the rule for 1,4,9,16
are you looking for the explicit or recursive answer?
These numbers are jusr perfect square starting with 1. That is, 1^2 = 1 2^2 = 4 3^2 = 9, etc. So the rule is x^2, x is an integer and starting with 1.
sorry i just wanted to say this is my most favorite rule EVER!
wouldnt it really be n^2
You can call it n^2, y^2, x^2, (anythi letter)^2...lol
ok
well the "correct" letter is n because when you display the sequence in summation notation the correct "equation" uses the variable n. ex: \[\sum_{n=1}^{4}n^2\]
correct me if im wrong:)
n is often used, but many texts use i, etc...
ok my bad
no i think n is the proper variable
Then use n.
and just for your information @Hiiiiiiiiiiiii n^2 would be an explicit equation
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