Hello Brilliant!

Once more, Problem Writing Party number 5 was a record breaking success: this time we made **nine** new quizzes! Here are the quizzes that you all helped create:

New Brilliant Challenge Quizzes

Simple Harmonic Motion: Level 2-3

Simple Harmonic Motion: Level 4-5

Functions: Level 3

Functions: Level 4

Functions: Level 5

2D Coordinate Geometry: Level 3

2D Coordinate Geometry: Level 4

2D Coordinate Geometry: Level 5

Capacitors and Transformers: Level 2-3

We're going to show off all the hard work these members of the community put in over the last week. Continue submitting your fantastic problems as we kick off our **sixth** Problem Writing Party!

The party starts right now (March 28th, 2016) and will last for the next two weeks. Throughout the two weeks, we will be focusing on writing awesome problems for the topics listed in quizzes that need your help on the **publish** page.

To join, submit as many problems as you want to these listed topics. At the end of the party, Brilliant staff will be picking the best 5-10 problems for each topic. These problems will then be immortalized and formed into a challenge quiz. If we pick your problem, then you can brag to your friends because it will be displayed on Brilliant forever! Your problem has a better chance of being selected if you include a graphic (when appropriate) and a solution.

Ask questions about the party or brainstorming ideas from Brilliant staff.

Share links to great relevant problems.

Bounce your ideas off each other to help formulate the best problem you can.

*To be selected, problems you submit should be fun and challenging to a student in levels 1-3 for the given topic.*

The topics of problem submission for this party can be found by navigating over to the Brilliant publish page and checking under the quizzes that need your help section. Just click the contribute button next to the topic you want to make a submission to.

Happy writing and keep the party alive!

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`2^{34}`

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`\sin \theta`

`\boxed{123}`

## Comments

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TopNewestHere's my freshly made problem on Geometry-Similar Polygon: The Lightning Scar.

Do you know the secrets behind Harry Potter's lightning scar? ;)

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Very creative! (+1)

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Thanks! Do you read Harry Potter as well? ;)

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P.S: I hope you understand why I used "curious" :P

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Here is a problem on Discrete Probability : Sandeep tosses a coin !.

Look at this problem too on Symmetric Polynomials : Is it really a Symmetry ?.

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Very nice problems Anish! Thanks :)

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Thanks, sir. I dedicate the 1st problem to you ! :)

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Also, see my new problem, Let's Disc, Bros !, on the topic, Volume of Revolution- Calculus.

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This is my contribution for this party, will be posting more, hope it helps!

2D Kinematics: Motion Graphs.

2D Kinematics: Graphs Help Us a Lot.

Similar Polygons: Are you economic with the pizzas?.

Similar Polygons: Are they Similar?.

Magnetic Fields: Find your Poles.

Magnetic Fields: Does it matter?.

Volume of Revolution: Rotate that Function.

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All the problems are wonderful. It seems that every problem is capable of making its way to the quiz. Thanks Sravanth for such great problems!

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Thanks sir! Here's one more: this.

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Here are some problems by Prakhar Bindal on 2D Kinematics:

Recolllect the past 1

Recollect the past 2

Recollect the past 3

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@Prakhar Bindal I've collected your problems in my comment. And you can check out the latex syntax to add the link of a problem here in the comments. Thanks for the nice problems! :)

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Thanks a lot

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These are the questions in my stock:

Calculus-Volume of Revolution: Sand of Time.

Combinatorics-Probability: Hit the Jackpot! ; Crispy ABC and Fighting Fish.

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How did you get such an awesome stock? ;)

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I created it day by day. Gradually they filled up the whole stock. ;)

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I saw Sand of Time before...

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Oh, really? I thought it'd fit the topic, so I put it here.

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This will be updated as necessary.

Volume of revolution:

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Great great great problems. Thanks!

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Thanks!

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This is my new question on Geometry-Similar Polygons: Half, Half, Half.

Hope it's not too simple. ;)

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Posted the solution too ;)

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Saw it. You're so quick! ;)

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This is my new question on Algebra-Symmetrical Polynomial: Prime, Prime, Prime.

Enjoy! ;)

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Enjoying :)

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For the special event of my 101 followers, I present my new question on Geometry-Similar Polygons: 101 Followers Question by Dr. Warm.

Hope you guys would like it! ;)

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Congratulations for grabbing 101 followers. Nice problem Dr. Warm. :)

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Thanks a lot, Sandeep! ;)

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i have already added.. hope you will like to add. simple harmonic motion level 4

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Interesting, thanks! :)

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As for the final day of this party, I present to you, Algebra-Symmetrical Polynomials: Inverse of Inverses.

Enjoy!

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Here comes my first one: Andlew's three symmetric numbers

Contributed before Dr. Warm. Mission accomplished.

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Oh, no...how could you, @Nihar Mahajan? ;)

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Nice problem, Nihar! Thanks :)

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I Have a hell lot of nice problem of 2D Kinematics (Atleast 100).

I Will be posting the best of them soon

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That's great! I'm waiting for your nice problems.

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I Have posted 2 of them

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https://brilliant.org/problems/recollect-the-past-2/?ref_id=1156260

https://brilliant.org/problems/recollect-the-past-3/?ref_id=1156284

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\[\text{[Name of the problem](link)}\]

And it will appear as Name of the problem.

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Here is my contribution in 2D Kinematics : Collision in mid-air!

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Great problem! Thanks :)

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Symmetric Polynomial

Insanely Huge Symmetric Polynomial

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Can you please post the solution for second part as for some reasons my answer is not matching.

P.S. great question indeed.

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Actually I did a mistake in my calculation and the answer to the second part is wrong. Extremely sorry.

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haha, great problems. Thanks :)

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Here's my entry A force of different kind

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The equation of force is of different kind. Thanks! :)

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Here is another problem How many points to qualify?

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Great problem Abhishek! Do you have any questions that pertain to the topics for this week's problem writing party though?

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Guys..Try out these questions in my stock with solutions. I did not get proper responses.

Algebra - Government Budget, Mushrooms,Khan the Barber,Financial Gain

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Problems are nice but quite apart from the topics of the party. Well, thanks and waiting for the party problems. :)

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Here is my entry for Discrete Probability:

Biased Coin

Similar Polygons:

Harry Potter and Sphere

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Great, thanks! :)

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Are they too easy? ;)

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Here's some problems :- Look at the constant term, Indeed Lengthy !, Will you find the value of roots

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A colorful set of problems. It would be great if you could post such amazing problems from the topics selected for this party. Thanks ;)

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@Aditya Sky Your problems are great. Can you post such wonderful problems from the topics selected for this party?

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Hope you like this one Find out the range!

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Looks difficult to me. BTW nice one. Thanks! ;)

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Here's my submission to the party . I will post more soon.

\(\mathbf{Kinematics}\implies\) Drive Fast !

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Nice problem. Drive fast, but don't cross the limit. ;) Thanks!

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Hehe thanks sir! . I will be updating more.

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Here is the set of few computer science problems on Linear Data Structures

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Very smart set! Thanks :)

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Here is a problem on Similarity

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Great problem Soumava! I recommend redrawing your graphic though. The numbers are a little too small to read and they'll be even smaller if added to a quiz. Moreover, be smart about your canvas size. Make sure your graphic fills up the entire canvas instead of leaving white space around the edges. See the difference below:

Before

After

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@Andrew Ellinor

I am redrawing it right away Sir. :D

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@Andrew Ellinor

Is it okay now?Log in to reply

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Here Are Some more problems on 2 - D Kinematics

Recollect the past 4 ! Recollect the past 5 ! Recollect the past 6 !

I Request @Sandeep Bhardwaj sir to add these problems too to his previous comment

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Just awesome!

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sir i am not able to see points a problem corresponds to only the level of problem is visible . can you help?

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@Prakhar Bindal

Brilliant doesn't display the points of a problem anymore. Only the level is displayed. So, enjoy with the level itself. ;)Log in to reply

Now it's time for Algebra-Symmetrical Polynomials: Squares In Between.

Hint: the solution is also symmetrical. ;)Log in to reply

Perfect symmetry! ;)

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Filling up Spheres: This is an old problem, and is not just about solids of revolution. I hope this can do, though. :)

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There should be a fish in the tank. Nice problem, thanks! ;)

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Maybe this old problem of mine would be useful for discrete probability:

Good Car, Bad Car

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The car in the image is definitely a bad car. But the problem is good. ;) Thanks!

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Here's my submission:

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What a lovely couple of problems! Thanks :)

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Thank you! I have made two more problems:

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Here's my new entry on Calculus-Volume by Revolution: Who ate that apple?.

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Yes, Dr. Warm ate it. Anyway, thanks!

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Yum! Yum! You're welcome! ;)

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Been some time since I last posted a question. Anyway, here is a question for similar polygons.

Tricky Triangles

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The trick is tricky. ;)

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Here are three problems for Similar Polygon Geometry: It may be Hard to Notice, Not Hard to Imagine and Can you Solve this Without Trig?

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Amazing problems. I liked 3rd one the most. Thanks! Keep posting ;)

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One more for Volume of Revolution

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Here is my first contribution for Discrete Probability:How many balls?

Though its easy, I will be posting some new good problems soon.

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Good problem. Thanks!

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Here is another of my problems on Similarity.

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Thanks for the contribution. :)

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@Sandeep Bhardwaj sir why am i not able to see ratings of problems only level appears

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Thank you, sir!

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Here is next part of my problems on 2d kinematics

Recollect the past 7 !

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Here is a problem on Discrete Probability

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Nice extension of a classical problem!

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Thanks. :)

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Amazing problem. Thanks! :)

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My problem on 2D Geometry : Tangents at parabola

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Great! Thanks for the contribution. However, this party has been over, you can participate in the upcoming parties. :)

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From where can i know that my problem has been shortlisted for quizzes or not? @Sandeep Bhardwaj sir

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Ok Sir :)

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When is the next party coming?

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Currently planning a new type of party and redesigning this one :)

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