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- Mathematics 10 (Science Group)
- 00x315|Matric Science 10th Book Cover}} The notes/solutions, definitions, MCQs and important question for Ma... dratic equation by using quadratic formula. ==== Solutions ==== * Exercise 1.1 | VIEW [[:matric:10th_scie... verify the result by solving the equation. ==== Solutions ==== * Exercise 2.2 | VIEW [[:matric:10th_scie... olve real life problems based on variations. ==== Solutions ==== * Exercise 3.1 | VIEW [[:matric:10th_scie
- Exercise 11.1 (Solutions) @matric:9th_science:unit11
- ====== Exercise 11.1 (Solutions) ====== On this page solutions of Exercise of Unit 11: Parallelograms and Triangles of Mathematics 9 writt... ven. There are two questions in this exercise and solution of both the questions are given below. <grid><col... Find the measures of its remaining angles.** **Solution:**\\ {{ :matric:9th_science:unit11:ex11-1-9th-sci
- Unit 11: Parallelograms and Triangles @matric:9th_science
- h vertex is of measure 90 degree. </callout> ====Solutions==== <callout type="success" icon="fa fa-download
- Mathematics 9 (Science Group)
- notes are prepared by Mr. [[:people:moin]]. * Solutions | {{ :matric:9th_science:ch01-matric-science.pdf... ry thankful to him for sending these notes. * Solutions | {{ :matric:9th-science-unit02-ptb-amir-shehzad... ]]. MCQs are made by Mr. [[:people:amir]] * Solutions | {{ :matric:9th_science:ch03-matric-science-moi... be able to: * Pythagoras theorem The following Solutions & MCQs was send by [[people:amir]]. We are very
- General Mathematics 9
- Mathematics 9 for Punjab Textbook Board, Lahore. Solutions of all the chapters are given below. One can dow
- Unit 08: Linear Graph and their Application @matric:9th_science
- ons in two variables using graphical method. ====Solutions==== <callout type="success" icon="fa fa-download
- Unit 08: Linear Graph and their Application: Online View @matric:9th_science:unit08
- Application: Online View ====== On this page the solutions of Unit 08: Linear Graph and their Application, ... it08:viewer?f=ex8-1-9th-science-ptb|Exercise 8.1 (Solutions)]] * [[:matric:9th_science:unit08:viewer?f=ex8-2-9th-science-ptb|Exercise 8.2 (Solutions)]] * [[:matric:9th_science:unit08:viewer?f=ex8-3-9th-science-ptb|Exercise 8.3 (Solutions)]]
- Unit 07: Linear Equations and Inequalities: Online View @matric:9th_science:unit07
- Inequalities: Online View ====== On this page the solutions of Unit 07: Linear Equations and Inequalities, M
- Unit 05: Factorization: Online View @matric:9th_science:unit_05
- omial. {{include>matric-9th-science.php}} * **Solutions of Unit 05** | VIEW [[:matric:9th_science:unit_0
- Unit 06: Basic Statistics: Online View @matric:10th_science:unit06
- c Statistics: Online View ====== On this page the solutions of Unit 06: Basic Statistics, Mathematics 10 (Sc
- Exercise 2.6 (Solutions) @matric:9th_science:unit_02
- =======Exercise 2.6 (Solutions)======== ====Question 1==== Identify the following statements as true or fals... jugate is always a non-negative real number.\\ **Solution**\\ (i) False (ii) False (iii) True (iv) Tru... 9i)$ (iv) $2i^2+6i^3+3i^{16}-6i^{19}+4i^{25}$ **Solution**\\ (i) $$\begin{array}{cl} (2+3i)+(7-2i) &= ... }}-3i)^2$\\ (iv) $(2-3i){\overline{(3-2i)}}$\\ **Solution**\\ (i) $$\begin{array}{cl} (-7+3i)(-3+2i) &=
- Exercise 2.4 (Solutions) @matric:9th_science:unit_02
- =======Exercise 2.4 (Solutions)======== ====Question 1==== Use law of exponent to simplify. * (i) $\frac{... 43\right)}{\left(9^2n\right)\left(3^3\right)}$ **Solution**\\ (i) $$\begin{array}{cl} \begin{array}{cl} \... \times\left(\frac{x^c}{x^a}\right )^{c+a}= 1$$ **Solution**\\ $$\begin{array}{cl} \left(x^{a-b}\right)^{a+b
- Exercise 2.5 (Solutions) @matric:9th_science:unit_02
- =======Exercise 2.5 (Solutions)======== ====Question 1==== * Evaluate (i) $i^7$ ... (vi) $i^{27}$ **Solution**\\ (i) $$\begin{array}{cl} i^7 &= {i^6}\cdot i\... -3 + 4i$ (v) $-4 - i$ (vi) $i - 3$ **Solution**\\ (i) $$\begin{array}{cl} z = 2 + 3i\\ \bar{z}... (v) $-3i$ * (vi) $2 + 0i$ **Solution**\\ (i) $$\begin{array}{cl} z = 1 + i\\ Re(z) =
- Exercise 2.3 (Solutions) @matric:9th_science:unit_02
- =======Exercise 2.3 (Solutions)======== ====Question 1==== Write each radical expression in exponential nota... * (iv) $y^\frac{-2}{3}$\\ **Solution**\\ * (i) $\sqrt[3]{-64} = -64^\frac{1}{3}$ (... * (iv) $\sqrt[3]{x}^{27} = x^3$\\ **Solution**\\ * (i) False * (ii) True * (iii) Fal
- Exercise 2.2 (Solutions) @matric:9th_science:unit_02
- =======Exercise 2.2 (Solutions)======== ====Question 1==== Identify the property used in the following, * ... a > b \Rightarrow ac > bc? (c >0)$ ... ... ... **Solution**\\ * (i) $a + b = b + a$ ... ...... ( Com... \ &= 3y ... ... ... (iv) \end{array} $$ **Solution**\\ * (i) Distributive property of multiplicat