Answer:
The Formula
The Problem
In order to achieve an accurate answer each time, we created a formula.
Let n = starting amount of levels
Let w = the amount of weeks
Let s = the amount of stacks formed in terms of (2^w)
n / 2^(w-1) = s
Building a 10 Meter High Tower
Donald Trump wants to build a 100 meter high tower as quickly as possible. He has unlimited resources and an unlimited budget and is willing to spend any amount to get the job done.
He has chosen to build the tower with blocks that are 100 meters long and 100 meters wide, but only 1 meter tall. The blocks interlock on top and bottom like legos.They cannot be stacked sideways.
Using special lifters, putting one stack on top of another stack takes one week regardless of how high the stacks are.
What is the shortest amount of time that it will take to build the tower?
It would take a total of 5 weeks in order to construct a building of which is 10 meters high.
Final Solution
Building a
100 Meter High Tower
Using our formula as well as our math skills, we were able to achieve an accurate answer each time.
10 meter = 5
It would take a total of 8 weeks in order to construct a building of which is 100 meters high.
100 meter = 8
pls mark brainliest
Explanation:
