Fancy Floooors 1

Algebra Level pending

Find floor(33)


The answer is 4.9.

Zeta Integrator by Zeta Integrator , 44, USA

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1 solution

Michael Diao
Jun 29, 2014

The function f l o o r ( x ) \textstyle{floor}(x) is defined by Zeta Integrator to be a piecewise function, where

f l o o r ( 33 ) = 4.9. \textstyle{floor}(33)=4.9.

Therefore, our answer is

4.9 . \boxed{4.9}.

For more information, visit https://brilliant.org/discussions/thread/floor-function/ .

0 Helpful 0 Interesting 0 Brilliant 0 Confused

@Zeta Integrator It is not at all obvious that we are supposed to reference the note. The floor function has an alternative meaning, namely the "greatest integer function". You should make a mention in the problem that you have defined the floor function in a unique way, and provided a link to the note.

I do not understand why you would want the answer to be changed to 4.

Calvin Lin Staff - 6 years, 11 months ago

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