What is the next number in this sequence: 1 4 9 16 ?

Correct answer: 25

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What people think about it: 25 Comments
RapidCombat95281
RapidCombat95281
l arrived to the right answer by adding odd numbers 1+3+5+7+9
BumBum
BumBum
I just took next number that you can take square root of.
Daisy
Daisy
RapidCombat95281, so did I.... I'm amazed it works out the same!
player
player
RapidCombat95281, same
sillybee
sillybee
RapidCombat95281, me too
Dieu linh
Dieu linh
Day la dang binh phuong cua mot so
Player #28705932
Player #28705932
BraidedLandscape6, May be you have overlooked it. if you want prime no(s). you have missed 2 as a prime number. But, adding odd prime no(s)./ prime numbers starting from 3 is fine. you may get 27 as answer which is also correct.
Player #28705932
Player #28705932
RapidCombat95281, just a boring reply: a (a+1)^2 - a^2 = 2a + 1, Now, replace a by 0, 1, 2, 3 and so on, you get 1,3,5,7,9 ( the numbers you used to get you to the answer).
alaalias
alaalias
Milo, yes, true.
alaalias
alaalias
RapidCombat95281, it's the same thing. There's a proof for this. Take it from a mathematician.
Poekneegurl
Poekneegurl
RapidCombat95281, me too! Isn't math fascinating... I figured with such integrity in integrals & trueness in conclusions... there has to be a "higher power"... the entire universe is "held fast" by mathematical equations..., music, molecules, particals, medicine, etc. our bodies... just fascinating! Thank you Lord... and if we all evolved, all should have equal abilities & I'm no Einstein by any means...I'm artistic
Patricia
Patricia
I just guessed.
Stephanie.S.
Stephanie.S.
BumBum, That is what they are... square numbers in a sequence.
Milo
Milo
RapidCombat95281, you can continue with squares and odd numbers, it goes the same way
Muriel
Muriel
I guessed 🤷
Ami
Ami
well, more than just one way to come up to the right answer
Cha Cha
Cha Cha
RapidCombat95281, I did too
Ada46
Ada46
RapidCombat95281, same here
Blinky17
Blinky17
RapidCombat95281, me too.
Pitchalady
Pitchalady
RapidCombat95281, Me too. We're brainiacs. 😁
BraidedLandscape6
BraidedLandscape6
Heh. I arrived at 27, because I added prime numbers. 😏
kjkubitz
kjkubitz
RapidCombat95281, I did the same thing
LaContessa
LaContessa
RapidCombat95281, Yes me too! I was surprised to see the answer!!
Gspot
Gspot
RapidCombat95281, me too i found it easier that way
Player #30884
Player #30884
And me