Question

Some college algebra :D

Answer 1

Identify the correct statements about "2n ≥ 100."
This is a proposition.
This is not a proposition.
Its truth value depends on the value of n.
Its truth value depends on the value of 2n.

Answer 2

i thnk its a c and d

Answer 3

it is a roposition... i think...

Answer 4

#amistre64

Answer 5

@amistre64

Answer 6

hey :)

Answer 7

eyy c:

Answer 8

:D

Answer 9

what do you think of this question?

Answer 10

im having some trouble the concept of what is a propisition

Answer 11

atleast when it comes to an actual equation hahaha

Answer 12

some trouble grasping*

Answer 13

if you can explain with other examples it would help a lot :D

Answer 14

as i have 80 more questions to go ^.^

Answer 15

An `Axiom` is something that we take for granted.
We just assume that it is true.
It's like one of our basic building blocks that we use to do other things.

Like ummm.. maybe an example of an axiom:
`Through any two points, there is exactly one line`.
That is simply how we define a line.

A `proposition` on the other hand,
is something that we `propose`.
It may or may not be true.

Answer 16

ok.... im on the same page for now c:

Answer 17

An example of a proposition:
\(\large\rm 5x\ge10\)

This proposition is true for only certain values of x.
Namely, \(\large\rm x\ge2\).

Answer 18

so then 2n>/_100 is a proposition that may not be true correct...

Answer 19

Mmm ok good :d
it's a proposition.

It will only be true for certain values of n.

Answer 20

Hmm those last two options have me confused :d thinking

Answer 21

take your time xD

Answer 22

what has me confused is the first two options :/

Answer 23

because both n and 2n are importand factors that affect the "truth"

Answer 24

i think....

Answer 25

The first two?
Oh, well remember our definition for proposition,
it can be true or false.

So whether or not the `proposition` is true or false,
it's still a proposition, ya? :)

It's either a true proposistion,
or a false proposition,
depending on what m is.

Answer 26

ok :D

Answer 27

but the last two options are two sides of the same coin

Answer 28

Well if you know the value of n, you know the value of 2n so it is a bit redundant...

Answer 29

as they both affect the outcome

Answer 30

we dont know the value of n... xD

Answer 31

Well yeah.. I said 'if"

Answer 32

I would lean towards the last option,
The entire quantity `2n` is what determines the truth of the inequality.

But ya, it's worded a little strangely >.<

Answer 33

but cant it be both?

Answer 34

Oh :) hmm

Answer 35

its not a one choice answer

Answer 36

it is a "which apply" type of question

Answer 37

If the 2 was taken away it would be a completely different inequality so the last one makes more sense.

Answer 38

It's certainly
A, D

But you're saying maybe
A, C, D.

I dunno :) sorry. This one has me a little confused lol

Answer 39

I think it's just A and D,
But you might be right :O

Answer 40

ill go with you... as i am lost for now xD

Answer 41

it was just d, but thanks for the help :D

Answer 42

ill ask for more help :P

Answer 43

It was just D?

Not A? 0_o

Answer 44

my choice would be C
need to know n to determine 2n before true or false

Answer 45

it was just d xD, i dont understand it either...

Answer 46

like it has to be one or the other it is and is not a proposition...?

Answer 47

lol weird :)