This clock is hopefully NOT made by an engineer..!

 
Reason:  (9!)^(1/2) - 9/9 is not 5
= (362880)^(1/2) - 1 
= 602.395219... - 1
= 601.395219...
Failz..  

HeThing

This clock is hopefully NOT made by an engineer..!


Reason:  (9!)^(1/2) - 9/9 is not 5
= (362880)^(1/2) - 1 
= 602.395219... - 1
= 601.395219...
Failz..  

no its 9^(1/2)! =6 - 9/9 = 5
 
i think it might be a typo

wrinvert

HeThing

This clock is hopefully NOT made by an engineer..!


Reason:  (9!)^(1/2) - 9/9 is not 5
= (362880)^(1/2) - 1 
= 602.395219... - 1
= 601.395219...
Failz..  

no its 9^(1/2)! =6 - 9/9 = 5

i think it might be a typo

 
most likely.. but it is still not correct 

 

 

  
                               
                            

 

HeThing

wrinvert

HeThing

This clock is hopefully NOT made by an engineer..!


Reason:  (9!)^(1/2) - 9/9 is not 5
= (362880)^(1/2) - 1 
= 602.395219... - 1
= 601.395219...
Failz..  

no its 9^(1/2)! =6 - 9/9 = 5

i think it might be a typo

most likely.. but it is still not correct 

I think what is done is the exponent first. so
 
3! -9/9
6- 9/9
6- 1
5
 
Or does a "!" become processed before squares?
 
bah neither one is listed in PEMDAS, but I'll assume that square root is like a exponent, and that ! is like multiplying as far as the order goes. (sorry if my math education is limited here)

z999z3mystorys

HeThing

wrinvert

HeThing

This clock is hopefully NOT made by an engineer..!


Reason:  (9!)^(1/2) - 9/9 is not 5
= (362880)^(1/2) - 1 
= 602.395219... - 1
= 601.395219...
Failz..  

no its 9^(1/2)! =6 - 9/9 = 5

i think it might be a typo

most likely.. but it is still not correct 

I think what is done is the exponent first. so

3! -9/9
6- 9/9
6- 1
5

Or does a "!" become processed before squares?

bah neither one is listed in PEMDAS, but I'll assume that square root is like a exponent, and that ! is like multiplying as far as the order goes. (sorry if my math education is limited here)

 
It is most likely just a typo as mentioned before.. 
You can re-write the expression as (9!)^(1/2) - 9/9 which is wrong. It should have been ((9)^(1/2))! - 9/9. 
 

You guys are reading waaaaaaaaaay too much into that clock...