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#1 sXcDennis

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Posted 12 June 2011 - 10:13 PM



Prize of the Week June 26,2011-July 2,2011


Rabbit Costume Head
Rabbit Costume Bottom
Prize Pack Balloon
Yellow Pop Look Top
Gray Stone Age Costume Gloves (Male)
14 Reckless Spark Cards
+12 Fire Guardian Helm - 3 agi, 3% Evade, 3 Str

 


I'm getting utterly bored of this game, therefore I will be giving away some prizes and gifts away. This won't be easily given away of course!(Maybe) Now let me explain how it works!
 


How to play:

I will be posting a trivial question, or something for you to answer each week in order to obtain the prize given. The question can be about anything!
In your post you will need to type in your In Game Name, and the answer to it.
The Answer of the Week will be posted after one person has answered it or the week as ended.
 


Rules:

1. You may only post once per week(If you post once your first post will be the only one counted). This means- Your post will be the answer to the give away.
2. You may not modify your post to after you've posted already with a given answer.
3. The last time to post is 11:59PM Saturday PST.



 


Question of the Week:

Click Spoiler to View Question of the Week
Spoiler

 



Winners of the Week

Click Spoiler to View Winners Of the Week
Spoiler


 


Answers of the Week

Click Spoiler to View Answers Of the Week
Spoiler




PLEASE REMEMBER TO SHOW YOUR WORK AND PUT IN YOUR IN GAME NAME AND DO NOT EDIT THE POST YOU'VE MADE YOU WILL NOT BE COUNTED

Edited by sXcDennis, 25 June 2011 - 11:08 PM.

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#2 HiRyan

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Posted 12 June 2011 - 10:50 PM

Odellia- Darwin
Port of Winds-Davi

Moonlight Shore-Smith
Fungloid-Samson
Ellora Camp-Anders
Libra-anders(twin brother)
Village of Ash mist-nicole
Smoldering Swamp-Eldo


BTW DOES RUGOR OF PINE CONE HILLS COUNT. I KNOW HIS JOB DESCRIPTION DOESNT SAY BLACKSMITH BUT STILL HE HAD THE ABILITY TO REPAIR AND ENCHANT LIKE ONE.
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#3 Bullie

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Posted 12 June 2011 - 11:39 PM

There are multiple amount of blacksmiths available in Dragonsaga. Please list the number of black smiths available and all of the MAP NAMES. (This excludes the emporia castle ones).

The Number of Blacksmiths availabe : 8
The Map Names are:
  • Odellia
  • Port of Winds
  • Moonlight Shore
  • Fungoid Village
  • Ellora Camp
  • Libra
  • Village of Ash mist
  • Smoldering Swamp

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#4 zahzah

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Posted 13 June 2011 - 12:27 AM

IGN: Cyndres

There are 12 blacksmiths (including the one in pine cone hills, he functions just like a blacksmith so he is taken into account).

Odellia - Darwin
Canyon of Oblivion - Hans
Port of Winds - Davi
Moonlight Shore - Smith
Dangerous Caverns - Ferguson
Libra - Anders
Smoldering Swamp - Eldo
Pine Cone Hills - Rugor
Fungoid Village - Sanson
Ash Mist Village - Nicole
Ellora Camp - Anders
Snowy Graveyard - Pollack
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#5 sXcDennis

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Posted 13 June 2011 - 01:02 AM

We have a winner! Cyndres! Next week will be harder!!!!

Edited by sXcDennis, 13 June 2011 - 01:03 AM.

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#6 sXcDennis

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Posted 19 June 2011 - 01:34 AM

BUMP UPDATED!
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#7 Bullie

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Posted 19 June 2011 - 02:13 AM

Posted Image

IGN: Bullie



Edited by Bullie, 19 June 2011 - 02:14 AM.

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#8 AkatsukiKawa

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Posted 19 June 2011 - 05:14 AM

IGN: Cynths

Answer of question 1:

As x approaches -1, we dont get any singularity since it is not divided by zero when x=-1. So we can simply substitute x with -1 to find the solution of this problem. Therefore:

Lim (2x + 2/x + 1) = 2*(-1) + 2/(-1) + 1 = -2 - 2 + 1 = -3
x -> -1

Answer of question 2:
The first person who get 99 smithing levels in runescape classic is Bluerose13x

Edited by AkatsukiKawa, 19 June 2011 - 05:15 AM.

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#9 canajew

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Posted 19 June 2011 - 11:16 AM

Well since he edited his post

Ign InOvenNow

Ctrl+v

Answer of question 1:

As x approaches -1, we dont get any singularity since it is not divided by zero when x=-1. So we can simply substitute x with -1 to find the solution of this problem. Therefore:

Lim (2x + 2/x + 1) = 2*(-1) + 2/(-1) + 1 = -2 - 2 + 1 = -3
x -> -1

Answer of question 2:
The first person who get 99 smithing levels in runescape classic is Bluerose13x
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#10 Yurai

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Posted 19 June 2011 - 11:38 AM

IGN: Bullie

Posted Image

Looks copy pasted from somewhere else. How about solving another problem and writing it in the same format?

Well since he edited his post

Ign InOvenNow

Ctrl+v

Answer of question 1:

As x approaches -1, we dont get any singularity since it is not divided by zero when x=-1. So we can simply substitute x with -1 to find the solution of this problem. Therefore:

Lim (2x + 2/x + 1) = 2*(-1) + 2/(-1) + 1 = -2 - 2 + 1 = -3
x -> -1

Answer of question 2:
The first person who get 99 smithing levels in runescape classic is Bluerose13x

You obviously don't understand what rule 2 is saying.
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#11 Youti

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Posted 19 June 2011 - 12:32 PM

1. Find the limit to the following problem(show work)
lim
x->-1 (2x+2/x+1)

Direct compensation = 0/0 .....> L'Hopitals low

lim
x->-1 2/1 = 2/1 = 2


2. Who was the first person in runescape classic to get 99 smithing levels?

Bluerose13x

IGN: Rabad
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#12 AkatsukiKawa

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Posted 19 June 2011 - 12:36 PM

Well since he edited his post

Ign InOvenNow

Ctrl+v

Answer of question 1:

As x approaches -1, we dont get any singularity since it is not divided by zero when x=-1. So we can simply substitute x with -1 to find the solution of this problem. Therefore:

Lim (2x + 2/x + 1) = 2*(-1) + 2/(-1) + 1 = -2 - 2 + 1 = -3
x -> -1

Answer of question 2:
The first person who get 99 smithing levels in runescape classic is Bluerose13x


Yes, i edited it once because i realized there was mistype in my first post :blink: (only changed "we dont have to get" to "we dont get"). And it say, i may not, so it is still possible to edit it. Hope it is still ok.

Well, just let the sXcDennis judges it.
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#13 Faithx

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Posted 19 June 2011 - 01:40 PM

1. Find the limit to the following problem(show work)
lim
x->-1 (2x+2/x+1)

Direct compensation = 0/0 .....> L'Hopitals low

lim
x->-1 2/1 = 2/1 = 2


isn't that the answer to
lim x->-1 (2x+2)/(x+1)

that's not what he asked :blink:

-edit-
lol it'd be funny if dennis just posted up his calc hw and made us all do it for souls LOOOL

Edited by Faithx, 19 June 2011 - 01:40 PM.

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#14 Bullie

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Posted 19 June 2011 - 02:06 PM

I updated to erase image shack text

Also check my post I edited way before anyone else posted.

Edited by Bullie, 19 June 2011 - 02:08 PM.

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#15 HiRyan

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Posted 19 June 2011 - 07:09 PM

4. Answer the following: My full name, My Age, My birth date, and My Major I'm going for at this moment.
Dennis Smexy, 21,june 19,1989, Biochem


EDIT: i mean ur 22 FFFFF

Edited by HiRyan, 19 June 2011 - 07:09 PM.

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#16 Nevikov

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Posted 19 June 2011 - 08:30 PM

FIRST:

lim=


x->-1 (2x+2/x+1)

Direct compensation = 0/0 .....> L'Hopitals low

lim
x->-1 2/1 = 2/1 = 2


SECOND:

Bluerose13x

THIRD:

I DONT REMEMBER THAT BUG.. I JUST PLAYED THAT GAME LIKE FOR 1 WEEK



FOURTH:

i only know ur birthday
june 19 1989

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#17 sXcDennis

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Posted 19 June 2011 - 10:05 PM

OH god... everyone keeps getting this all wrong! So far only thing correct is the rsc thing.... lololol cant even get my bday correct LOL!

Yurai: Bullies answer was wrong anyways lol.
Jen: NO! I'm way passed calc already! *Thanks God*

Edited by sXcDennis, 19 June 2011 - 10:07 PM.

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#18 Yurai

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Posted 19 June 2011 - 10:37 PM

OH god... everyone keeps getting this all wrong! So far only thing correct is the rsc thing.... lololol cant even get my bday correct LOL!

Yurai: Bullies answer was wrong anyways lol.
Jen: NO! I'm way passed calc already! *Thanks God*


Pretty sure the first few people have been doing the limit correctly... unless you meant to type something else.

Edited by Yurai, 19 June 2011 - 10:38 PM.

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#19 Bullie

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Posted 19 June 2011 - 10:40 PM

How is it wrong?
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#20 sXcDennis

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Posted 19 June 2011 - 10:41 PM

I've edited my post so the prizes give away my guide contest prize. Yurai, Jen you both are eligible to do it.
Also a tip for the math problem: Try to graph it.
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#21 RangerAlex

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Posted 19 June 2011 - 10:47 PM

So sad you are leaving :blink:
IGN: lRanger

Question 2:
Bluerose13x

Question 4:
Full Name: Dennis Chin
Age: 22
Birth Date: March 20, 1989
Major: Biochemistry
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#22 Yurai

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Posted 19 June 2011 - 10:55 PM

I've edited my post so the prizes give away my guide contest prize. Yurai, Jen you both are eligible to do it.
Also a tip for the math problem: Try to graph it.


Actually, if you graph it, its apex does approach -3. Perhaps you wrote the problem wrong? I think someone else got to it with your info anyway.
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#23 sXcDennis

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Posted 19 June 2011 - 10:57 PM

HOLY :blink: I TYPED THE PROBLEM WORNG. I'll write the problem out again!
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#24 Miname

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Posted 19 June 2011 - 10:59 PM

Answer 1:
lim x->-1 ((2x+2)/(x+1)) = the limit is 2!
I graphed it and got a straight line! So its 2.

Answer 2:
Bluerose13x
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#25 Yurai

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Posted 19 June 2011 - 11:03 PM

1:
lim x->-1 ((2x+2)/(x+1))

As it is, 0/0

lim x->-1 d(2x+2)/d(x+1)
lim x->-1 (2+2)/(1+1)
= 2

2:
Bluerose13x
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