Seventh Sister/Fifth Brother/Inquisitor vs Savage Opress

Started by Emperordmb2 pages

He would've turned to me for help anyways, the guy with a 100 so far in BC Calculus 😎

Who the **** is Duncan

A master duelist with a dead eye

Originally posted by |King Joker|
Who the **** is Duncan

Some magcial freak who doesn't age a day in ten years apparently...

Originally posted by Emperordmb
He would've turned to me for help anyways, the guy with a 100 so far in BC Calculus 😎
Nice, I'll get into derivatives next time

Originally posted by Emperordmb
He would've turned to me for help anyways, the guy with a 100 so far in BC Calculus 😎
gimme ur lunch money

Originally posted by |King Joker|
gimme ur lunch money

👆

Spoiler:
Plus he got the problem, at least the way it's worded, wrong. 🥷

Originally posted by ares834
👆

Spoiler:
Plus he got the problem, at least the way it's worded, wrong. 🥷
OOH SHIT DMB WHATCHU SAY TO THAT

Well if I did the math treating Duncan's age as a variable rather than a constant, Kurk's age would be 15.57 years old, and it really doesn't make sense for anyone to describe their age with such precision as to delve into numbers with decimals, and him saying he's old enough as a 17 year old makes a lot more sense than him saying so as a 15.57 year old.

Treating Duncan's age as a constant gets you an answer that makes a lot more sense.

Excuses. There goes your 100. 👇

Let x equal my age
Let y equal Duncan's age

current age: x = (1/9)y + 11
future age: x + 10 = (1/2)y

Solve for x and set both equations equal to each other

(1/2)y - 10 = (1/9)y + 11
(7/18)y = 21
21 divided by 7/18 = 54
y = 54

Plug 54 back into one of the original equations

x = (1/9)y + 11
x = (1/9)(54) + 11
x = 17

Originally posted by Kurk
future age: x + 10 = (1/2)y

Originally posted by ares834
How?
10 years from now (which is x), I will be one-half of Duncan's age.

17 + 10 = 27
27x2 = 54

Originally posted by ares834

Duncan ages too.

Originally posted by ares834
Duncan ages too.

apologies, I mis-worded the problem.
In ten years I will be one-half of Duncan's current age
😖 wow I'm an idiot

Nah, I'm just a smart-ass.