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- People (Contributor)
- ====== People (Contributor)====== We're so grateful to all the amazing contributors on MathCity.org! This... a fantastic place to learn! - [[:atiq]] - [[people:farooq]] - [[:khuram]] - [[:imran]] - [[people:umer]] - [[people:anwar-khan]] - Mr. Muhammad Idress - [[people:moin]] - Muhammad Marwan - Mr.
- Mathematics 10 (Science Group) @matric
- s: Complete Book ====== These MCQs was sent by [[:people:amir]], we are very thankful for his contribution... c Equations ====== These notes are send by Ms. [[:people:amir]], we are very thankful to him for sending t... c Equations ====== These notes are send by Mr. [[:people:amir]], we are very thankful to him for sending t... th Science (PTB)}} These notes are send by Ms. [[:people:maryam-jabeen]], we are very thankful to her for
- M for Mathodology @people
- ====== M for Mathodology ====== {{ :people:mformathodology.jpg?nolink&600|M for Mathodology}} We are ver... nce in Mathematics ===Contributions:=== * {{ :people:mformathodology:basics-of-pure-mathematics.pdf |Basics of Pure Mathematics}} * {{ :people:mformathodology:complete-ring-theory-on-one-page.pdf |Complete Ring Theory of One Page}} * {{ :people:mformathodology:number-theory-in-one-shot.pdf |Nu
- Mathematics 9 (Science Group) @matric
- units. Notes of Unit 1 and 3 are provided by **[[:people:moin]]**. We are very thankful to him for providi... : Matrix ===== These notes are prepared by Mr. [[:people:moin]]. * Solutions | {{ :matric:9th_science:... ex Numbers ===== The following MCQs was send by [[people:amir]]. We are very thankful to him for sending t... : Logarithms ===== These notes are prepared by [[:people:moin]]. MCQs are made by Mr. [[:people:amir]]
- Solutions: Math 9th PCTB @math-9th-pctb
- umbers ===== Notes of this unit is send by Sir [[:people:sheraz-ansari]]. We are very thankful to him for ... w Online]] Following notes has been written by [[people:usman|]] * **Unit 01 (Solutions)** * {{ :... rithms ===== Notes of this unit is send by Sir [[:people:sheraz-ansari]]. We are very thankful to him for ... w Online]] Following notes has been written by [[people:usman|]] * **Unit 02 (Solutions)** * {{ :
- Question 14 and 15 Exercise 6.2 @math-11-kpk:sol:unit06
- $ =====Question 15===== In how many ways can $7$ people be arranged at a round table so that 2 particular... er? ====Solution==== Nurnber of ways in which $7$ people can be seated around a round table without any co... is $6 !$ Now, let us assume these two particular people ALWAYS sit together and let us consider them as one unit. Number of ways in which $6$ people can be arranged around a round table is $5!$ And
- Notes of Analysis @notes
- ion> A quick review of the complex analysis by [[:people:akhtar]]. It may be useful to prepare interviews,... ected by Muhammad Saleem, composed and send by [[:people:muzammil]] </well></col></grid> <grid><col lg="... ahmad]]** </caption> These notes are written by [[people:usman|Muhammad Usman Hamid]] and Zeeshan Ahmad. T... </caption> These notes are send and written by [[:people:asim-marwat]]. We are very thankful to him for sh
- Question 28 and 29, Exercise 4.4 @math-11-nbf:sol:unit04
- s are made. Counting the principal, find how many people are in staff at high school? ** Solution. ** We ... have given \\ first person $=a_1= 1$ principal \\ People in first round $= a_2 = 2$ \\ People in 2nd round $= a_3 = 2(2)=4$ \\ ... \\ People in 6ht round $= a_7$.\\ Thus we have the series $$ 1+2+4+.
- Quote of the Day
- ving of knowledge from reputable and accomplished people in a range of sectors, including literature, poli... reflection on a thought-provoking quote can help people learn more, see things from other people's perspectives, and advance their personal development. Sharing the "quote of the day" with other people can also promote fruitful discussions and build a
- Question 5 & 6 Review Exercise 6 @math-11-kpk:sol:unit06
- n-1) !=(5-1) !=4 !=24$$ =====Question 6===== Six people including Faisal and Saima are to be seated at a ... ution==== The total number of ways sitting of six people around a circular table are: $$(n-1) !=(6-1) !=5 ... he total number of ways to give seat to these six people are: $$4 ! \cdot 2 !=48$$ Because the five people will permute by $(5-1) !$ and Faisal and Saima can per
- Notes of Mathematical Method @bsc
- the authors of these notes and other are send by people who didn't write but share these notes as Open Ed... Resources (OER). We are thankful to [[:atiq]], [[people:farooq]], [[people:umer]], Muhammad Tahir Aziz and all those who don't send but write these notes. <wrap
- Notes of Algebra @notes
- . Best notes to prepare the subject written by [[:people:usman]]. </well><well> <caption> **[[::Notes:Grou... ]]** \\ This collections is made and shared by [[:people:akhtar]]. These important definitions with exampl... ]]** \\ This collections is made and shared by [[:people:akhtar]]. These important definitions with exampl
- Muhammad Fiaz Hussain @people
- uting to our website. <image shape="rounded">{{ :people:fiaz-hussain.jpg?200&nolink|}}</image> * M.Sc, ... ution:=== * Notes of Group Theory for BSc | {{ :people:group-theory-fiaz-hussain-mathcity.org.pdf }} * Exercise 1.1 BSc Mathematical Method | {{ :people:chap-01-solutions-ex-1-1-method-fiaz-hussain.pdf
- Quotes for the February @quote-of-the-day
- or="#A11400" title="Quote by Mathematician"> Some people are always critical of vague statements. I tend r... olor="#A11400" title="Quote by Mathematician"> If people do not believe that mathematics is simple, it is ... or="#A11400" title="Quote by Mathematician"> Many people who have not studied mathematics confuse it with
- Quotes for the March @quote-of-the-day
- [ہاورڈ ایکن (1900-1973)]</TEXT> Don't worry about people stealing your ideas. If your ideas are any good, you'll have to ram them down people's throats. [Howard Aiken (1900-1973)] <TEXT align... [ایڈریمی کوکو (1941)]</TEXT> I like to tell young people in Africa that I grew up in Africa like any of th