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Gold Giveaway | Solve the problem [Closed: Solved by TSNYC]
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Gold Giveaway | Solve the problem [Closed: Solved by TSNYC]Posted:
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Here's a pretty easy logarithmic equation to solve. Once you've solved it, convert your answer was in degrees assuming the answer is in radians. Goodluck
Log_10(10^5)+Log_7(-49((7i^2)))+Log_10(2((5i^40)))+Log_7(7((7i^28)))
*underscores denote a base
*arrows denote a power
TSNYC solved the problem (630.25), and chose to gift Xavi
Last edited by var ; edited 5 times in total
Log_10(10^5)+Log_7(-49((7i^2)))+Log_10(2((5i^40)))+Log_7(7((7i^28)))
*underscores denote a base
*arrows denote a power
TSNYC solved the problem (630.25), and chose to gift Xavi
Last edited by var ; edited 5 times in total
#2. Posted:
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This is pretty much me right now.
:russianroulette:
:russianroulette:
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#3. Posted:
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The answer is 11 I do believe.
Don't really know what you mean by convert you answer into degrees to be honest, they are all just numbers not angles. (Obviously you can represent complex numbers using moduli and arguments on an argand diagram but i^n where n=2m doesn't have any complex parts)
Last edited by TSNYC ; edited 1 time in total
Don't really know what you mean by convert you answer into degrees to be honest, they are all just numbers not angles. (Obviously you can represent complex numbers using moduli and arguments on an argand diagram but i^n where n=2m doesn't have any complex parts)
Last edited by TSNYC ; edited 1 time in total
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#4. Posted:
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Spection wrote This is pretty much me right now.
:russianroulette:
You don't even need to be gifted though.
The people who do are probably super pissed
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#5. Posted:
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Just added a part to the description that I somehow forgot.. :crazy:
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#6. Posted:
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Hooded wroteSpection wrote This is pretty much me right now.
:russianroulette:
You don't even need to be gifted though.
The people who do are probably super pissed
Yeah I know but if I didn't have gold... ouch.
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So no ones getting the gold then D:
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#8. Posted:
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This question seems very strange but the numerical part is 11.
So assuming this is the measurement of an angle (which seems very weird) then we need to change 11 radians in degrees.
So it's 11*(180/pi) which is around 630 degrees.
Again the question seems very very dodgy (where did you get it from?)
So assuming this is the measurement of an angle (which seems very weird) then we need to change 11 radians in degrees.
So it's 11*(180/pi) which is around 630 degrees.
Again the question seems very very dodgy (where did you get it from?)
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#9. Posted:
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TSNYC wrote This question seems very strange but the numerical part is 11.
So assuming this is the measurement of an angle (which seems very weird) then we need to change 11 radians in degrees.
So it's 11*(180/pi) which is around 630 degrees.
Again the question seems very very dodgy (where did you get it from?)
Came up with it off the top of my head..
I guess I could've worded it better?
Nevertheless, a rather easy question.
Would you like me to wait until you run out, or would you like me to gift to someone of your choice?
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#10. Posted:
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Hill-Henry wroteTSNYC wrote This question seems very strange but the numerical part is 11.
So assuming this is the measurement of an angle (which seems very weird) then we need to change 11 radians in degrees.
So it's 11*(180/pi) which is around 630 degrees.
Again the question seems very very dodgy (where did you get it from?)
Came up with it off the top of my head..
I guess I could've worded it better?
Nevertheless, a rather easy question.
Would you like me to wait until you run out, or would you like me to gift to someone of your choice?
Okay I will pick someone else as I have just been gifted myself I will pm you soon with someone!
Picked Xavi and he has been gifted. https://www.thetechgame.com/xavi
Thanks mate.
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