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Fulltext results:
- Notes of Mathematics
- a basic need for physical or natural sciences as well as social sciences. On this page, notes on diff... notes are send by different students or teachers. We are very thankful to them for sending us these no... tes==== ~~TAGCLOUD>notes~~ ===== Algebra ===== <well> <caption> **[[:notes:algebra|All the Notes of ... abstract algebra and rings are available here. </well> ===== Analysis ===== <well> **[[notes:advanc
- Notes of Analysis @notes
- ===== Notes of Analysis ===== <grid><col lg="4"><well> [[::notes:advanced-analysis-handwritten-notes|{... of Advanced Analysis provided by Mr. Anwar Khan. We are really very thankful to Mr. Anwar Khan for providing these notes of 260 pages. </well></col><col lg="4"><well> [[::Notes:Advanced-Analysis-iqra-liaqat|{{::notes:advance-analysis-iqra-li
- Home
- ~~NOTOC~~ ====== Home ====== Welcome to MathCity.org. Please browse the website by using navigation bar or search the website. <grid> <col sm="6"> <callout icon="fa fa-quote-le... | [[Notes|Notes]] | Thorough, comprehensive, and well-written notes on Fluid Mechanics for undergradu
- Privacy & Cookies Policy
- athcity.org is important to us. At mathcity.org, we recognize that privacy of your personal informati... information on what types of personal information we receive and collect when you use and visit mathcity.org, and how we safeguard your information. We never sell your personal information to third parties. =====Log Files
- Notes of Algebra @notes
- a.jpg?nolink&350x293|All the notes of algebra}} <well> <caption> **[[::notes:Algebra-II-By-Syed-Shera... notes of Algebra-II composed by Muzammil Tanveer. We are very thankful to him for sending these notes. </well><well> <caption> **[[::Notes:elementary-linear-algebra-m-usman-hamid]]** </caption> Linear Algebra
- Formatting Syntax @wiki
- You can mark something as <del>deleted</del> as well. You can mark something as <del>deleted</del> as well. **Paragraphs** are created from blank lines. ... ply www.google.com - You can set the link text as well: [[http://www.google.com|This Link points to go... imply www.google.com - You can set link text as well: [[http://www.google.com|This Link points to go
- Question 4 Exercise 8.2 @math-11-nbf:sol:unit08
- theta<\dfrac{\pi}{2}$, i.e. $\theta$ lies in QI. We have $$\sin\theta = \pm \sqrt{1-\cos^2}.$$ Since ... {7}}. \end{align*} (d) $\sin \dfrac{\theta}{2}$ We have $$\sin\left(\frac{\theta}{2} \right) = \pm \... {5}}} \end{align*} (e) $\cos \dfrac{\theta}{2}$ We have $$\cos\left(\frac{\theta}{2} \right) = \pm \... \frac{3\pi}{2}\), i.e., \(\theta\) lies in QIII. We have: \begin{align*} \sec \theta &= \pm \sqrt{1+
- Question 4, Exercise 1.3 @math-11-nbf:sol:unit01
- {7}{53}i\end{align} Put value of $\omega$ in (1), we have \begin{align} &(1-i) z+(1+i)\left(\dfrac{2}{... frac{155}{106}+\dfrac{145}{106}i\end{align} Thus, we have $$z=\dfrac{155}{106}+\dfrac{145}{106}i, \ome... ts(2) \end{align} Multiplying $(1)$ by $(1-2i)$, we get: \begin{align} &(1-2i)(2i z) + (1-2i)(3-2i) ... 3) \end{align} Multiplying equation (2) by $2i$, we get: \begin{align} &2i(1-2i) z + 2i(3+2i) \omega
- About Us
- ====== About Us ====== The only purpose of this website is to help students to learn mathematics. Thi... hil. and Ph.D, in the subject of mathematics. The website division has been made according to the diff... for notes of F.Sc may see **FSc Section** of the website. One can also search the website by putting some related keywords in the search box given in mai
- MCQs: Ch 02 Sets, Functions and Groups @fsc-part1-ptb:mcq-bank
- given at the end of the page. ====MCQs==== - A well defined collection of distinct objects is calle... or membership of a set is - $\forall$ - $\wedge$ - $<$ - $\in$ - If every element of... se - If $A$ is a subset of $B$ then $A=B$, then we say that $A$ is an - Proper subset of $B$ ... se - If $p$ and $q$ are two statements then $p \wedge q$ represents - Conjunction - Disjunct
- Question 9, Exercise 1.2 @math-11-nbf:sol:unit01
- **Solution.** Suppose $z=3 - \sqrt{-4}=3-2i$. We will use the following formulas: \[\text{Re}(z^{... \dfrac{7+2 i}{3-i}\right)^{-1}$. **Solution.** We use the following formulas: \[Re\left(\left(\fr... 2}.\] For \(z_1 = 7 + 2i\) and \(z_2 = 3 - i\), we have: \[x_1 = 7, \quad y_1 = 2, \quad x_2 = 3, ... frac{4+2 i}{2+5 i}\right)^{-2}$. **Solution.** We will use the following formulas: \begin{align}
- Question 5 Exercise 8.2 @math-11-nbf:sol:unit08
- $\sin 2\theta=\dfrac{24}{25}$, $2\theta$ in QII. We have $$\cos 2\theta = \pm \sqrt{1-\sin^2 2\theta}... frac{49}{625}} = -\frac{7}{25} \end{align*} Also we have $$\sin\theta = \pm \sqrt{\frac{1-\cos 2\thet... -\dfrac{7}{25}\) and \(2\theta\) lies in QIII. We have: \[\sin 2\theta = \pm \sqrt{1 - \cos^2 2\theta}\] Since \(2\theta\) lies in QIII, we know that \(\sin 2\theta < 0\). Therefore: \begin
- Mathematics 10 (Science Group) @matric
- re, Pakistan are available on this page. Whenever we found the notes we will update this page and will upload notes here. If you wish to contribute and se... k ====== These MCQs was sent by [[:people:amir]], we are very thankful for his contribution. * {{ :m... === These notes are send by Ms. [[:people:amir]], we are very thankful to him for sending these notes.
- Question 6, Exercise 1.3 @math-11-kpk:sol:unit01
- =0$$ $$(z^2+z+1 )=0$$ By using quadratic formula, we have $$z=\dfrac{-1\pm \sqrt{1-4}}{2}$$ $$z=\dfrac... 2}$$ $$(z^2-z+1 )=0$$ By using quadratic formula, we have $$z=\dfrac{1\pm \sqrt{1-4}}{2}$$ $$z=\dfrac{... t{3}i}{2}$$ The value of $z$ from both equations, we have $$z=\pm \dfrac{1}{2}\pm \dfrac{\sqrt{3}}{2}i... $z^2-2z+4=0$$ According to the quadratic formula, we have $a=1$, $b=-2$ and $c=4$ Thus, we have \begin
- Are the functions are same? @dyk
- usually know as //domain of the function//. When we are saying set of input values, it means every el... taken as input. <wrap em>So to define a function, we must first have set of input values.</wrap> Alternatively, we say a relation $f:A \to B$ is called function if ... athbb{N}$, $B=\mathbb{R}$ and $f(x)=x+1$. Clearly we see $1 \mapsto 2$, $\quad 2 \mapsto 3$, $\quad 3
- 5th UMT International Conference on Pure and Applied Mathematics, Lahore (March 29th to 31st, 2019) @conferences
- 4th International Conference on "Recent Developments in Fluid Mechanics", QAU, Islamabad (09-11 August 2010) @conferences
- 5th World Conference on 21st Century Mathematics 2011, ASSMS, Lahore (9-13 February 2011) @conferences
- Recent Advances in Mathematical Methods, Models & Applications, LSC Lahore, Pakistan (April 13-14, 2019) @conferences
- Conference on Recent Advances in Mathematical Methods, Models and Applications, LUMS, Lahore (17-18 April 2010) @conferences
- International Conference on Differential Equations and Applications, LUMS Lahore (May 26-28 2016) @conferences
- 1st International Conference on Advancements in Mathematics, CIIT Attock (11-13 February, 2015) @conferences
- International Conference on Computing and Mathematical Sciences, IBA Sukkur (February 25-26, 2017) @conferences
- International Conference on Mathematics and Its Applications GCU Lahore, Pakistan (November 13-15, 2017) @conferences
- 2nd International Conference on Pure and Applied Mathematics UoS Sargodha (November 26-27, 2016) @conferences
- 3rd International Conference on Pure and Applied Mathematics UoS Sargodha (November 10-11, 2017) @conferences
- International Conference on Recent Advances in Applied Mathematics, CIIT, Lahore (Dec 17-18, 2015) @conferences
- International Conference on Mathematical Inequalities and Application 2010, ASSMS, Lahore (7-13 March 2010) @conferences
- Workshop on Advances on Pure and Applied Mathematics, COMSATS Attock (24-25 April, 2014) @conferences
- One Day International Symposia on Pure and Applied Mathematics UoS Sargodha (January 27, 2014) @conferences
- Second Conference on Mathematical Sciences (SCMS-2013), International Islamic University, Islamabad, Pakistan (1-2 November 2013) @conferences
- Symposium on “Computational Complexities, Innovations and Solutions (CCIS)", COMSATS, Abbottabad (10 - 11 May 2010) @conferences
- Workshop on Modern Aspects of Algebra and Graph Theory, CIIT Lahore (March 27-28, 2015) @conferences
- 5th International Conference on Pure and Applied Mathematics, UoS Sargodha (24-25 February 2020) @events
- 22nd International Pure Mathematics Conference on Algebra, Analysis and Geometry (23 to 25 August 2021) @events
- 1st SIBAU-NU International Workshop on Matrix Analysis and Linear Algebra (15-17 October 2021) @events
- How to prepare admission test (A short guide) @papers:old_admission_test_of_assms_for_ph.d._mathematics
- University of Gujrat, Gujrat, BSc Old Papers (Mathematics Only) @papers:old_papers_for_bsc_mathematics