Because dB is exponential, the answer for the challenge wouldn't be 150. It would be log(1.1)*10+80 dB, or around 80.41 dB. (I will be using log to mean log base 10) How I got that answer: Adding 10 dB means multiplying the loudness by 10. To make it linear, we can divide the dB by 10, and raise 10 to the power of it. But after adding, we need to convert back to dB by taking the log, and multiplying by 10. The formula for a dB + b dB is: log(10^(a/10)+10^(b/10))*10 dB Substituting in a = 80 and b = 70 gives us log(10^8+10^7)*10. Simplifying a bit gives us: log(10^8+10^7)*10 = log(110,000,000)*10 = log(1.1 * 10^8)*10 = (log(1.1)+log(10^8))*10 = (log(1.1)+8)*10 = log(1.1)*10+80
*YOU CANNOT ADD TWO DECIBEL VALUES TOGETHER. YOU CAN CONVERT THEM INTO AN EXPONENT WITH TEN AS THE BASE, BUT THE ACTUAL RIGOROUS WAY REQUIRES ANOTHER ADDITIONAL STEP. BOTH METHODS WILL WORK OUT TO THE SAME ANSWER.* the solution is a bit more complicated. we must first convert each value into intensity levels. the formula for doing that is 10^(dB/10) * 10^-12. this yields 10^-5 and 10^-4 for 70 and 80 respectively. adding these two (and you CAN add these values,) you get 0.00011 intensity, which is reconverted into *80.4 dB.*
Since dB is exponential, where 1e8 B is added by 1e7 B B is unlogged dB After adding you get 1.1e8 B but how do you convert back to dB? Simple. The dB formula is log10(B)×10 So the answer to this equation is ~80.4139268515 dB.
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SORRY FOR TAKING SO LONG!!!!!
Who is He?
It's okay
@cinemaman772 ye who is he and why does the title say part 5/4
it ok 👍
The multiverse keeprer@TRUEFINALITY
There has been a flashback of the failed attempt of BOTAEP, and someone new has joined the VBCIE gang, and it’s TMK with his Offers Center!
Because dB is exponential, the answer for the challenge wouldn't be 150. It would be log(1.1)*10+80 dB, or around 80.41 dB. (I will be using log to mean log base 10)
How I got that answer:
Adding 10 dB means multiplying the loudness by 10. To make it linear, we can divide the dB by 10, and raise 10 to the power of it. But after adding, we need to convert back to dB by taking the log, and multiplying by 10.
The formula for a dB + b dB is:
log(10^(a/10)+10^(b/10))*10 dB
Substituting in a = 80 and b = 70 gives us log(10^8+10^7)*10.
Simplifying a bit gives us:
log(10^8+10^7)*10 = log(110,000,000)*10 = log(1.1 * 10^8)*10 = (log(1.1)+log(10^8))*10 = (log(1.1)+8)*10 = log(1.1)*10+80
reward
Season 4 unlocks cadavers, universal collapse roots point gain by 2 but gives travel squares based on maximum intensity (log10)
Part 5/4?
*YOU CANNOT ADD TWO DECIBEL VALUES TOGETHER. YOU CAN CONVERT THEM INTO AN EXPONENT WITH TEN AS THE BASE, BUT THE ACTUAL RIGOROUS WAY REQUIRES ANOTHER ADDITIONAL STEP. BOTH METHODS WILL WORK OUT TO THE SAME ANSWER.*
the solution is a bit more complicated.
we must first convert each value into intensity levels. the formula for doing that is 10^(dB/10) * 10^-12. this yields 10^-5 and 10^-4 for 70 and 80 respectively. adding these two (and you CAN add these values,) you get 0.00011 intensity, which is reconverted into *80.4 dB.*
Why part 4/5?
HAPPY NEW YEAR
We skip 2 parts i dont know why we are at part 5
5/4 is crazy
SS3EP2P5/4?
2.585 UNQUINQUAGINTILLION?!
Giving Multiply by 1,000,000 per part
Iyes! quick
7:55 wtf?
why is buy max on infinity upgrades cost 8 IP?
IT'S DUCKING 2 IP THAT WE NEED WHY IS IT 8 IP?!?!?!?!?
WHAT!? UPGRADE TIER XLIII!?
TIER 43!?!?!?
Its Here
Crossovers
Since dB is exponential, where 1e8 B is added by 1e7 B
B is unlogged dB
After adding you get 1.1e8 B but how do you convert back to dB? Simple.
The dB formula is log10(B)×10
So the answer to this equation is ~80.4139268515 dB.
WHY PART 5?
We are breaking parts.
@Jovian_Man HOW IS THAT EVEN POSSIBLE
I was waiting for part 3 and 4 but. 5????
@@Jovian_Man But it was ok.
hey man why 5/4?
Probably some bonus lore
Upgrade 4
That dude again
Giving x10 Cz.
That is the longest episode
Omg what unquinquagintillion
TIER 43?!?!?
YOOOO TIER 43
UPGRADE TIER 43 !!!!!!
TIER XLIII!?!
TIER XLIII
XL=40 III=3 XLIII=43
I'm Late! Quick
😏 - but you're early