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Conceptual Calculus
Conceptual Calculus
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1
what is platos challange
describing
Describing Math with formulas
Describing mathematics with motion(the heavens)
Describing motion with mathematics (the heavens)
2
what are forms
perfect non physical objects that exist in heaven
perfect non physical objects that exist in the physical world
perfect physical objects that exist in the world of forms
perfect non physical objects that exist in the world of forms
3
what are the most basic objects of geometry ?
Squares and circles
Lines and numbers
Points and shapes
Points and lines
4
which is NOT an example of a physical object
Mahfouz's calves
A trapezoid
you got scammed L
A rectangular shaped table
5
how might the postitive implications of mathematics and the universe provide evidence for a divine designer
click that -------------------------------------->
very user friendly for humans to grasp someone wants us to see his creation
Free robux
it just does
6
in what way can we "see numbers"
We cant
We can see them written on a piece of paper
Visually display numbers on a number line.
so basically
7
Why is Platos problem of change so difficult to solve?
the people backed down and gave up
Things don't move in an orderly fashion, lots of chaos
His students were REALLY stupid
everyone was bad at math
8
according to plato, humans are divided into 2 things, what are they
the
The physical body and the non physical soul/mind
The immortal body and the physical soul/mind
the physical realm and the World of Forms
9
according to plato, why was the study of mathematics important
took peoples minds off abstract things
Filler
made people think abstractly, ideas like in the World of Forms
made people think realistically, mathematically
10
when did Zeno live?
600 BC
400 BC
500 BC
212 AD
11
Briefly explain how the problem of change inaugurated Western philosophy
Humans wanted to understand change, so it became a mathematical problem
by creating mathematics
8th grader tears
It made people think deeply
12
why is platos challange also called the "Plato-Pythagorean challange"?
"all is number"
idea of the physical world being represented by math is a pythagorean idea
Historians got bored
He liked the pythagoreans so much he named his challange after them
13
what is the problem of motion
The problem of change
the problem of movement
why do things move?
why do things change?
14
what is "platos heaven"
Heaven
The World of Mathematics
The World of Forms
The World of Ducote
15
when did Pythagoras live?
212 BC
1600s
400 BC
500 BC
16
according to plato the physical world is a mere copy, explain
stole his whole flow word for word, bar for bar
The physical world is the same as the world of forms
The physical world is a shadow with imperfections
The physical world is perfect just like the world of forms
17
how was platos republic important to the liberal arts?
Gave the west the notion of the liberal arts
it just was
filler
Inspired Newton to create the liberal arts
18
what do we mean by "numerical address" in the case of a number line?
where the number is
A location assigned to a line represented by a number
A location assigned to a point represented by a number
i just found out drake is jewish in theology
19
what is Aristotles motto about motion and nature
ignorance of nature is ignorance or motion
ignorance of motion is ignorance or nature
Motion is bad and nature is good
Motion is impossible in nature
20
how did plato attack the problem of change?
Rephrase the question in more specific terms
He didn't
by finding the relationship between mathematics and everything
By finding the connection between mathematics and music
21
why is there no point immediatley next to another point in a line
no third point between 2 other points, violates mathenatical line principle
You need distance in order to triple edit
no points next to each other, there has to be distance between every point
there is, trick question
22
when did Thales live
212 BC
450 BC
1600s
500 BC
23
numbers and lines share the strangeness of what two important concepts
For any two numbers there is always another number between them.
For any two numbers there is always another point between them.
For any two numbers there is always another line between them.
Continuity and infinity.
24
we often represent time spatially, what are the 2 examples from the book
numberlines and shapes
Lines and space
timelines and graphs
clocks and lines
25
why can we say 1.5 is between 1 and 2
because
its just between them
its location is past 1 but not 2, so it is between the two numbers
we cant because theres infinite points
26
example of an orderly change
your house catching on fire
the weather going from 110° to -20°
The Ascension internet not working
an earthquake spanning from australia to the US
27
how is the similarlity between mathematical objects and the physical world a "double edged sword"
allows science to exist but there is no catch, its all good man
allows science to exist but causes us to have to take math classes
allows science to exist but brings intricate math problems to physical worl
sword
28
why is it strange to say mathematical lines are made out of points?
Because it's a line it obviously has no points
How can a line with size be made of points that contain no length
the
How can a line with length be made of points that contain no size?
29
what was the philosophical controversy that sparked Zeno's paradox?
the problem of change
I ain't reading ALLAT 🗣️💯
A debate whether or not mathematics was connected to everything
A debate whether or not change is even possible
30
what was zenos outragious suggestion, what was his argument?
SUIIIIIIIIIIIII
you move in infinite halfs, so it takes an infinite amout of time to move
you move in finite halfs, so it takes a finite amout of time to move
you move in 10 halfs, so it takes an infinite amout of time to move
31
2 main reasons why Thales was important
discovered the connection between mathematics and music, "all is number"
Won the world cup and has 3 million dollars in earnings
he solved the problem of change and was the first mathematician
asked the question about change and gave a solution, first mathematician
32
when we say that mathematics applies to the world, what do we mean exactly?
the world is mathematical
any solution to the problem of change is found is mathematics
God is a mathematician
“Human reason can discern the divine mathematical pattern"
33
is a square a mathematical or a physical object?
I dont know 🗣️💯
Click this and you'll get it right (not a scam)
Mathematical
Physical
34
what two realms do the number line unite?
The realm of numbers and the physical realm
The realm of numbers and the realm of time
graphs and lines
The realm of numbers and the realm of points
35
example of a change that is NOT orderly
rocks turning into sand overtime
being struck by lightning
the Ascension internet having issues
a child growing up
36
what part of mathematics can be called the "science of space"?
Astronomy
Physics
Theology
Geometry
37
Plato divided reality into 2 realms, what were they called
the physical and non physical
the fake and real world
Heaven and Hell
The matrix and the real world
38
why is order important to the problem of change
The more ordered things are, the easier they are to understand
Fortnite
I can't think of other filler questions
Without order things cannot change
39
how is a mathematical line different from the one we draw?e
no thickness in mathematical lines
mathematical lines are limited numerically
mathematical lines need to get a grip
mathematical lines are more gooder
40
what is "natural philosophy"
the study of change
Mathematics
Science
Theology
41
Thales answer to the problem of change? why was this a step forward
everything is madeup of spheres, he gave a sample solution
Mr. Ducote is God and he causes change, he was right
everything is made up of water, he gave a sample solution
by creating calculus, he solved the problem of change
42
what Pythagorean discovery led to the motto
how am i supposed to come up with this much filler theres 2481241 questions
musical intervals could be represented by whole numbers
muscial intervals could be represented by 7ths
Spongebob fry cook toy
43
how did the ancient Greeks use the word "motion" different from ordinary use
I ran outa filler AGAIN
They used it the same, its motion
They used it for location, we use it for any change
They used it for any change, we use it for change of location
44
what was Platos version of the problem of change?
Describing the moving physical world with Liberal Arts
Describing the moving physical world with mathematics
Describing the heavens with mathematics
Describing the stagnant physical world with mathematics
45
how are mathematical lines and physical distance in space alike?
they just are
They both respresent mathematics
They both represent distance
They aren't alike
46
what is the problem of change
how do things change?
why do things change?
A math thingy
things changing
47
what does "continuous" mean when talking about lines?
Lines are packed full of points with no gaps between them
I'm all outa filler 🗣️💯
Lines are packed full of dots with gaps between them
Lines are super duper long
48
how were Platos two worlds similar to the 2 parts of humans?
Neither are physical
One is fake and one is real
Both are physical
One is physical and one isn't
49
what does Zeno's paradox rightly point out to us?
theres something wrong with his argument,and motion is difficult to analyze
I aint reading allat 🗣️💯
His argument is right and motion is impossible
That math is bad
50
what were the two difficulties when discribing motion with mathematics
i ran outa filler
knowing exact motion to describe the universe,conceptual problems with math
Motion is impossible and so is math
knowing exact math to describe the universe,conceptual problems with motion
51
what is the music of the spheres?
Heavenly bodies chilling creates actual music,their notes moving in harmony
Heavenly bodies moving creates actual music, their notes moving in harmony
Heisenberg moving creates actual music, their notes moving in harmony
Heavenly bodies moving creates fake music, their notes moving in harmony
52
what 2 views did Plato inherit from Pythagoreans
The human soul is immortal, the holy world is fundamentally mathematical
The human soul is mortal, and the human world is fundamentally mathematical
The human soul is immortal, the human world is fundamentally mathematical
The human soul is immortal, the human world is fundamentally scientific
53
what is Platos answers for why the world is mathematical?
because he found the connection between math and music
God made it that way
Fortnite
He REALLY liked math
54
what was the assumption made about distances in Zeno's argument?
distances can be divided a few times
distances can be divided thousands of times
distances are BAD for you
distances can be divided infinitely
55
which is NOT correct about the pythagorean motto
2- Human reason is the orderer.
1. the universe is ordered according to perfect mathematical laws
"all is number"
3. human reason can discern the divine mathematical pattern
56
are lines of different lengths made up of a different number of points?
I aint reading allat 🗣️💯
No, they will always be the same bc there is an infinte number of points
Yes, big line mean more points
Yes, longer lines contain more points because they are bigger
57
what homework did Plato give his academy, why was this important?
ALEKS, it conditioned the students to not feel emotion and cry a little
busy work packets, to fill time
describe/predict the motion of the heavens using math, problem of change
find the connection between math and other things,to prove Plato's findings
58
why were the pythagoreans impressed with the connection between math and music
connection between music and art, notes could be represented by symbols
connection between music and math, notes could be represented by numbers
they say I SAY
connection between music and math, notes could be represented by symbols
