Pythagoras for fun!

[Buzzing]

Hi, i thought i'd throw another pythagoras thread out there for fun, 'cos we love it.

Feel free to throw some back.
:drool5:
A reactor allows a current of 15a to flow from a 230v 50 Hz supply.

Determine the current which will flow at the same voltage if the frequency changes to-(A) 45Hz, (B) 55Hz.

 

[ian.settle1]

Bugger off I'm not doing your homework for you.

 

[trev]

Nice try mate, come on then show us your workings.

 

[telectrix]

answer. a. a bit more.b.a bit less. or the other way round.

 

[SPARK2B]

@ op,...proper cheeky.....think this homework shirking methods been tried before .....

norty..

 

[GMES]

Hi, i thought i'd throw another pythagoras thread out there for fun, 'cos we love it.

Feel free to throw some back.
:drool5:
A reactor allows a current of 15a to flow from a 230v 50 Hz supply.

Determine the current which will flow at the same voltage if the frequency changes to-(A) 45Hz, (B) 55Hz.

I take it your other post was the same then seeing as this is only your 2nd post in 2 years.

 

[SPARK2B]

ha!

.....must have been stuck on the same typa question 2 yrs ago.....

 

[trev]

I checked, 2 years ago his post was an introduction.
Maybe he's trying to emulate that guy on twitter who took 7 years to tell a not very funny joke

 

[GMES]

I checked, 2 years ago his post was an introduction.
Maybe he's trying to emulate that guy on twitter who took 7 years to tell a not very funny joke

Maybe his broadband connection dropped Trev and has just come back on

 

[Silly Sausage]

Hi, i thought i'd throw another pythagoras thread out there for fun, 'cos we love it.

Feel free to throw some back.
:drool5:
A reactor allows a current of 15a to flow from a 230v 50 Hz supply.

Determine the current which will flow at the same voltage if the frequency changes to-(A) 45Hz, (B) 55Hz.

Too easy, done it my head but can't be bothered to type the answer out.

Try this little monkey...
Solve exp(x*log(x) - 1, x)

 

[telectrix]

Too easy, done it my head but can't be bothered to type the answer out.

Try this little monkey...
Solve exp(x*log(x) - 1, x)

peasy. answer is 42
easy

 

[SPARTYKUS]

Too easy, done it my head but can't be bothered to type the answer out.

Try this little monkey...
Solve exp(x*log(x) - 1, x)

I must concede, on initial inspection, and under the influence of 3 pints of proper (bottles not cans) stella, I am strugglinz

 

[ifindoubtdont]

Tel, I came up with the same answer. We must read the same books.

 

[ian.settle1]

I got 41.9998 but I suppose it's down to if you round it up to a whole number or how many decimal places you use.

 

[PEG]

If Marvin says 42,then 42 it is...