ok...
-
t a l l b r a i n
-
@Da-Parasite That depends on how tall the tree is... If the tree is only 5 feet tall, your inexistent brother is either a toddler or really, really short (2.5 feet tall). Which means you are even shorter (0.83333333 feet tall ). Which means you are either a really small baby (and smart, since you are doing this course and can read and write) or you are a really really short person.
-
@Da-Parasite btw is your username named after the movie?
-
Nup, it's named after a parasite dragon I drew on Sketches.
-
@Da-Parasite
Let me = x
Tree = 3x
My nonexistent brother = 3/2 x
So if I had a brother he would be 150% my height, which isn't that big of a difference if both of us are pretty young, and the fact that siblings aren't always born at the same time.
But wait, how tall is the tree...
Most trees we see, Google said that a mature tree all throughout a city, are around 40 feet. The trees in a forest are about 60 feet.
A very tall tree can grow over 150 feet with the very tallest pushing 170 feet.
o k
Assuming that his brother is an adult. he should have a height of around 1.6-1.7
Assuming that his brother is a tall adult male, he would be around 1.75 to 1.8.
Assuming that his brother is the tallest person in the world, he would be around 1.9.
So for himself to be considered a human, the tree would have to be around 3.8.
So the tree is a baby tree, problem solved.
-
Please no "But what if the tree wasn't a baby?" questions. That would be scary.
-
Was that a challenge?
-
-
@Da-Parasite What module was that?
-
@CoherentMango I think it's Module 1
-
@debbie you're right!
-
@CoherentMango
Still trying to figure out as you used feet and I’m accustomed to metric system... -
@CoherentMango
Wait Wikipedia says the both highest person ever and the highest person living are 2.something metres high, which in feet is 8ft and something inches high...
So the tree would be about 16 ft / 5m high, so about a Christmas tree.
-
christmas trees are actually savage... when they bloom they suck water out of the other tree's roots...
revenge of the math nerds!
-
Aren't they just evergreens lol
-
well they are, but... (lost for words)
-
@Da-Parasite I didn't know that!
