Question

PLEASE HELP ASAP Naming properties:
16.)x-14=5
17.)x+54=-23
18.)5x=-20
19.)x/4=4
20.)3x+11=20
21.)x/3-4=11

Answer 1

Usually to name a property, you show an expression and a second expression in which something was changed, and you need to say which property allows you to go from the the first expression to the second one.

I don't know what you want to do here.

Answer 2

16. x - 14 = 5
x -14 +14 = 5 + 14
x = 19 If equals are added to equals, the results are equal.

Answer 3

I too am not sure what this problem is wanting!!

Answer 4

its not asking for a result its asking u to name the property,. identity. associative.closure. the property names

Answer 5

Sorry,but I have to read too much into that.

Answer 6

You mean the property you need to use to solve each equation?

Answer 7

yes

Answer 8

hey radar r u good at equations with fractions? story problems? two-step equaions? 1 step equations?

Answer 9

Fair to middlin.

Answer 10

can u answer the question I posted??????

Answer 11

????????????????????????

Answer 12

let me see if I can find it.

Answer 13

thanks. APPRECIATE you help (: please hurry tho cuz I have bunches of questions

Answer 14

I am 74 years old, and hurry was yesterday. Where is the problem posted?

Answer 15

your 74!!!???????

Answer 16

Yes, and I am still looking for your new problem, or are you talking about those at the beginning of this thread.

Answer 17

name the properties
16.) x-14=5
17.)x+54= -23
18.) 5x= -20
19.)x/4=4
20.) 3x+11=20
21.) x/3-4=11

Answer 18

same problems.you don't look 74 in your pic jeez lol

Answer 19

This is the one I don't understand like for number 17.
x + 54 = -23 Equals can be subtracted from equals and the differences are equal
This is one of the fundamental rules of algebra.
x + 54 - 54 = -23 - 54
x = -77

Answer 20

You have already stated that is not what this is about, so I am at a lost.

Answer 21

): I could try to post a pic like out of the book explaining it???

Answer 22

That might help.

Answer 23

camera not working sorry

Answer 24

elp is here. Do you understand what this problem is about @nimcompoop?

Answer 25

16.)x-14=5 (axiom) the existence of subtraction
17.)x+54=-23
18.)5x=-20 identity property of multiplication
19.)x/4=4 (axiom) existence of division
20.)3x+11=20
21.)x/3-4=11

Answer 26

18 looks like the only one close to being what the teacher wants

Answer 27

only its just identity

Answer 28

This problem is too vague and ambigious for me. Good bye and good luck.

Answer 29

ok

Answer 30

@Psymon ?

Answer 31

what?????

Answer 32

I am asking him to help you lol

Answer 33

thanks idk if he even got ur message tho):

Answer 34

:( he cant help, he is leaving now..... hold on

Answer 35

ok )':

Answer 36

I dont know how can they be properities!
all of them are equations

Answer 37

unless you mean the property to solve the equations..

Answer 38

name the properties you would use to solve equation. associative multiplication. closure. identity. distributive.

Answer 39

Property
Example

1. Commutative Property of Addition
a + b = b + a 2 + 3 = 3 + 2

2. Commutative Property of Multiplication
a • b = b • a 2 • ( 3 ) = 3 • ( 2 )

3. Associative Property of Addition
a + ( b + c ) = ( a + b ) + c 2 + ( 3 + 4 ) = ( 2 + 3 ) + 4

4. Associative Property of Multiplication
a • ( b • c ) = ( a • b ) • c 2 • ( 3 • 4 ) = ( 2 • 3 ) • 4

5. Distributive Property
a • ( b + c ) = a • b + a • c 2 • ( 3 + 4 ) = 2 • 3 + 2 • 4

6. Additive Identity Property
a + 0 = a 3 + 0 = 3

7. Multiplicative Identity Property
a • 1 = a 3 • 1 = 3

8. Additive Inverse Property
a + ( -a ) = 0 3 + (-3) = 0

9. Multiplicative Inverse Property

Note: a cannot = 0

10. Zero Property
a • 0 = 0 5 • 0 = 0


A set is closed (under an operation) if and only if the operation on two elements of the set produces another element of the set. If an element outside the set is produced, then the operation is not closed.

Answer 40

that doesn't help me with my questions tho

Answer 41

lol ... oh but it does

Answer 42

im assuming you need to solve the equations and define the property you used in each step

Answer 43

Axiom (Existence of Subtraction). For every a in R, there is an element in R
denoted by −a such that a + (−a) = 0. Note. a − b is an abbreviation of a + (−b).

Answer 44

yeah,it is the right answers but I have no clue which one matches with what problem lol and what is axiom?

Answer 45

its not a match up, its a solve while defining which one you use ... or at least thats what i get from it

Answer 46

no u don't solve. just define property

Answer 47

20.)3x+11=20 closure property - the 3 in 3x denotes an odd and 11 is an odd; after solving you get an odd number 9. therefore it is closure property

Answer 48

some of your problems do not have a onestep solution property to apply

Answer 49

i think it is just about open sentences --"

Answer 50

does anyone know the answers??? u just name property? I have ALOT more questions, so please noonee leave

Answer 51

I've been giving you the answers LOL

Answer 52

not understanding then

Answer 53

can u write the numbers wih the answers next to problem?

Answer 54

what about 16 its subtraction??? still not understanding ):

Answer 55

16.)x-14=5 (axiom) existence of subtraction; identity property of addition

x - 14 + 14 = 5 + 14
x + 0 = 19
x = 19

Answer 56

thanks. I don't know what the rest of them are tho

Answer 57

REMEMBER THIS?
6. Additive Identity Property
and this example? a + 0 = a 3 + 0 = 3

Answer 58

you have to apply yourself on the definition of properties…

Answer 59

yeah but idk which number it goes with I took geometry last year. this is alg 2 work. the question I asked had geometry mixed in.. idk which number gets what property?????????????

Answer 60

nincompoop do u know how to help me sole story problems? equations with fractions??

Answer 61

also after u help me with property questions pleaseee

Answer 62

I can guide you

Answer 63

well im still lost on 16-21

Answer 64

but create a new thread

Answer 65

what u mean?

Answer 66

would 17 be additive inverse property??

Answer 67

go all the way up of this question you created then click close the question. now create a new question on the "ask a question" on the upper left hand corner

Answer 68

but the key to answering this problem is what @amistre64 indicated solve them and then observe which properties were used or are applicable from beginning to the end.

Answer 69

I waited for 2 hours for help with prop questions, please don't leave

Answer 70

hehehe well close this and ask a new question