Work

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Group chat with all of Ertugrul's Alps.

YUM_Bamsi177: hey guys

Dogan!Cool: 𝑊ℎ𝑎𝑡 𝑑𝑜 𝑦𝑜𝑢 𝑤𝑎𝑛𝑡 𝐵𝑎𝑚𝑠𝑖?

YUM_Bamsi177: I WAS JUST SYAIBF HI

Dogan!Cool: ur getting nervous

Dogan!Cool: what do u want help with?

YUM_Bamsi177: OKOKOK FINE I JUST DON'T GET ISHAK BEY'S HOMEWORK!

Dum.Rul: bruh, it is really easy.

Turgut&Axe871: bir + bir???

YUM_Bamsi177: im not dumb turgutttt

YUM_Bamsi177: Ik it is iki. I already did that question. but i dont get how to solve the word problemmm...

Kayi_Kaya: @Dum.Rul can u tell me the question?

Dum.Rul: Gundogdu gave Goncagul $166 to spend. She buys a dress that is $40. Next she wants to buy a $2 ring for Gundogdu's 3 brothers and also a bork for each of them. She spends all the money Gundogdu gave her. How much was the bork hat? Write and solve an equation.

Dogan!Cool: yoo thats toughh...i'm glad i am off on my mission and don't have to do Ishak's work

Turgut&Axe871: oh ya that one is hard.

s4ms4: did u solve it turgut alpbasi?

Turgut&Axe871: pffftttt

Turgut&Axe871: nah i just gave up and went to practice with the alps.

Kayi_Kaya: so Bamsi (and turgut i guess) first, how much does gundogdu give goncagul?

Dogan!Cool: hahhahahah remember Gundogdu bey was bout to marry that snake

Dum.Rul: go away Dogan. ur distracting them!!

YUM_Bamsi177: 166 dollars

s4ms4: correct.

Kayi_Kaya: and it tells us that she spent ALL of it, right.

Turgut&Axe871: yeah it says that on the bottom.

Kayi_Kaya: so that is her total. where do we usually put the total in the equation

YUM_Bamsi177: AFTER THE EQUAL SIGN!

Kayi_Kaya: so our equation so far looks like ________________ = 166

Turgut&Axe871: wait lemme go to my tent so i can right this stuff downnn

Rehman_Abdul: isn't it so annoying that we have to show our work

gunkut51: ABDURREHMAN ERTUGRUL BEY FINALLY GAVE U A TELE?!?!?!

Rehman_Abdul: YASSSSSSSSSSSSSSSSSSS

Dum.Rul: go talk on private guys

Turgut&Axe871: IM HERE U CAN CONTINUE

Kayi_Kaya: ok finally anyways...

Kayi_Kaya: so next we know that she spends how much to buy a dress for herself?

YUM_Bamsi177: KIRK!

Dum.Rul: so we add the 40 to some other stuff to equal 166..... 40 +__________ = 166

Turgut&Axe871: and she also buys the rings and borks.

Kayi_Kaya: one step at a time turgut

Kayi_Kaya: so how much were the rings?

Turgut&Axe: iki dollars

YUM_Bamsi177: but she bought 3 of them!

Turgut&Axe871: soooo 2 plus 2 plus 2?

Dum.Rul: whats an easier and shorter way to put that?

Turgut&Axe871: uhhh multiply?

YUM_Bamsi177: 2 x 3?

Kayi_Kaya: correct

Kayi_Kaya: @Dum.Rul put that onto the equation.

Dum.Rul: 40 + 3 x 2 _____ = 166

YUM_Bamsi177: but we dont know what the bork costs. how do we put it there?

Turgut&Axe871: oooo i think i know

Turgut&Axe871: waittt

Turgut&Axe871: a....va-variable?

Dum.Rul: correctoooo

s4ms4: WHOOP WHOOP

YUM_Bamsi177: and its 3 borks so 3 times the variable?

Kayi_Kaya: correct. put that on the equation dumrul

Dum.Rul: 40 + 3 x 2 + 3 x b = 166

Turgut&Axe871: yayyy we finished the equation!!

Kayi_Kaya: not quite

Kayi_Kaya: we can still simplify it and make it shorter.

Dum.Rul: using distributive property.

YUM_Bamsi177: so we combine the 3s and do..

Turgut&Axe871: 3 times 2 plus b?

s4ms4: CORRECT YAYYYY!!!!

Dum.Rul: 3(b + 2) + 40 = 166

Kayi_Kaya: now we need to solve.

Dum.Rul: P E M D A S

YUM_Bamsi177: so first we do the parenthesis inside

Turgut&Axe871: 3 x b is 3b ?

YUM_Bamsi177: and 3 times 2 is 6

s4ms4: YUP

Dum.Rul: so the equation becomes 3b + 6 + 40 = 166

Kayi_Kaya: now we have to add the like terms. what are the like terms?

YUM_Bamsi177: kirk and alti.

Turgut&Axe871: 40 + 6 is 46.

Dum.Rul: 3b + 46 = 166.

YUM_Bamsi177: now do we minus the 46 from 166 so we can get the variable and 3 alone?

Kayi_Kaya: correct...wow bamsi is actually learning...

Turgut&Axe871: so that is 120.

Dum.Rul: 3b = 120.

Kayi_Kaya: so 3 times b is 120. now we have to do the opposite of multiplication.

Turgut&Axe871: DIVIDE!

YUM_Bamsi177: 120 divided by 3 is uhhh i think its 40?

Dum.Rul: b = 40

YUM_Bamsi177: SO THE BORKS ARE 40 EACH

Turgut&Axe871: thank you guysssss

s4ms4: wow u guys are much better at teaching than ishak bey lol

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