Yeah something close to 7.I can't do latex... forgive me. But I believe the question was I = 10^-12 x e^0.1L, yes?
So doubled intensity would've been 2 = e^0.1L
0.1L x lne = ln 2
L = (ln2/0.1)
Which came out to be 10ln2 or 6.93... Which was roughly 7 decibels. So every 7 decibels increased in loudness, the intensity doubled.
I could be wrong.I just got ln2.
You'll get a mark if you show stuff do get thatI could be wrong.
Could you explain where I went wrong?You'll get a mark if you show stuff do get that
Basically what Tavin didCould you explain where I went wrong?
...I AM TAVIN. What did I do wrong?Basically what Tavin did
Oh lol I thought you were the other dude, dont know lol I know my answer was close to 7...I AM TAVIN. What did I do wrong?
Ye that's exactly what i did and got the 6.93 bit.Yeah I got something close to 7, think it was like 6.93... I just doubled the previous answer from ii and used it in iii. Should be correct.
Presuming I'm right, (which I may not be) then yes, that's fine. I merely did it from the intensity at 0 decibels to 10ln2 decibels, and you did the same, simply at a different point.I did this slightly different but got the same answer. Now that i see the way Tavin did it i don't know why that didn't occur to me.
I doubled the intensity from part (ii) and worked out the loudness. Then i took this new number and subtracted the loudness from part (ii) and got like 6.9...
So i got the loudness increased by 6.9... if the intensity doubled. My answer worked out to be the same amount as ln2/0.1.
would i still get full marks?