Question

Need the answer to this question. Thank you:)
Question Below.

Answer 1

@1AndrewAlarcon1

Answer 2

do i just give the answer or the process too

Answer 3

Process would be good i just really hate when people explain piece by piece because i have a hard time understanding.

Answer 4

yeah and i hate showing the process XD

Answer 5

ok its fine just the answer would be good to

Answer 6

lol k but ill just do the process on my paper and if u really need the process ill type it up

Answer 7

no its fine the answer is just good thanks dude/gal :)

Answer 8

are u still there?

Answer 9

Im sorry but we can not give away answers. It would be in violation of the code of conduct we can only give explanations to help you better understand the process.

Answer 10

since i can't really help u use the website mathway and put in ur equation good luck @Weaver

Answer 11

i already tried that it wouldn't answer the question. @OtherWorldly

Answer 12

Do u know PEMDAS

Answer 13

yes

Answer 14

In this case we would do the brackets first....now inside those brackets is parenthesis so we do the parenthesis first....

So...

\(\huge{(3+\frac{1}{3})^{2}}=?\)

Answer 15

10.89

Answer 16

thanks i know that part

Answer 17

Not quite....we would add 3 to the `fraction 1/3` in which we want as a improper form fraction...its a bit simplier this way....So we multiply 3 and 3 and add 1 to that and get `10/3` Now we would square that...

\(\huge{\frac{10}{3}^{2}=\frac{10^{2}}{3^{2}}}\)

So what is \(\Large{(3+\frac{1}{3})^{2}}\) simplified?

Answer 18

yeah ok nvm I'm done sorry @Weaver

Answer 19

ok @563blackghost whats next

Answer 20

Cant say whats next until I know your answer....

Answer 21

From the equation I typed above

Answer 22

do i multiply 3 by 2

Answer 23

3 is squared so you would multiply 3 by itself...

\(\huge{\frac{10^{2}}{3^{2}} \rightarrow \frac{10 \times 10}{3 \times 3}}\)

Answer 24

100/9

Answer 25

Nice! So we now have...

\(\huge{ 2-9[2+(\frac{100}{9})]-4 }\)

Now we need to add the fraction to 2....

\(\huge{2 + \frac{100}{9}=?}\)

Answer 26

200/10

Answer 27

Not quite we would multiply 2 and 9 to get 18 and add 100 to get the fraction...

\(\huge{\frac{118}{9}}\)

Now we have...

\(\huge{2-9[\frac{118}{9}]-4}\)

Now we would go to M in PEMDAS and we would multiply 9 with the fraction....

\(\huge{-9 \times \frac{118}{9}=?}\)

Answer 28

Since we are multiplying a `-9` into an fraction with the same number as a denominator the denominator will cancel out and would simplify to be a negative...

\(\huge{-9 \times \frac{118}{9} \rightarrow -118}\)

Understand?

Answer 29

oh so its- 118 and then multiply 2-9?

Answer 30

So we are left with...

\(\huge{2-118-4}\)

Now we work from left to right so we first subtract `2-118` and then the total we get we would subtract it with 4....

\(\huge{2-118=?~~;~~ ? - 4 = answer}\)

Answer 31

-116-4?

Answer 32

-120

Answer 33

Correct :)

\(\Huge{\checkmark}\)

Answer 34

thanks

Answer 35

No problem :)