Algebra. Simplifying Algebraic Expressions. Removing Brackets. Removing Brackets & Simplifying. www.mathsrevision.com. Evaluating Expressions. Factorising – The common factor. Starter Questions. www.mathsrevision.com. 2cm. 3cm. 6cm. 2cm. Algebra. Simplifying Algebraic Expressions.

ByShort Writing Paper. School: Insert name here DfE number: Insert number here Start: End: . Plan for 3 paragraphs. Who are you writing for? Formal? Informal?. Stranger? Formal. Friend? Chatty style. What is the genre? How will you layout the work?. Do you need

ByEditing and Proofreading. What’s the difference?. Editing… changes the content of the letter, memo or report…. to communicate the meaning efficiently to a chosen audience. to clarify the intent of the writer. to enhance the style of the document. Editing…. for meaning

ByMEASURING POSITIONAL CHANGE. By LUDECA, INC. Positional Change. After startup, machines grow warmer or colder, undergo thermal gradients, and may suffer dynamic load shifts. This may cause their shaft centerlines to move from the position they were in when stopped.

ByBODMAS. Why do we need BODMAS ?. when you see something like... 7 + (6 × 52 + 3) ... what part should you calculate first? Start at the left and go to the right? Or go from right to left? Calculate them in the wrong order, and you will get a wrong answer !

ByACTIVE READING. reading with a pen in hand. Why actively read? (it just seems to take longer!). You become more involved in the novel chapter summaries help you remember plot you become more aware of symbols you may be able to use your book on tests and quizzes

ByAlgebra. Collecting Terms. This is a way of simplifying algebra If you have b + b + b + b This is the same as 4 b The b could stand for boots If you have p x p x p This is p 3 This happens when multiplying. Try these:. M x m T + t + t R x r x r x r G + g + g + g H x h x h

ByWriting- The basics. Everything you need to make sure you know when writing. CAPITAL LETTERS. CAPITAL LETTERS We all think capitals are basic, but if you forget them too often, you could drop down a whole grade. Seven places you need capitals:

ByYour Mission:. To Study the Colon To Study the Dash To Study the Hyphen To Study Brackets. colon :. Rule 1: Introduce a List. Example: Bring the following : forks, knives, and spoons. colon :. Rule 2: Introduce a Second Main Clause Which Explains the First. Example:

ByLaws of Indices. OCR Module 8. What are Indices?. Indices provide a way of writing numbers in a more convenient form Indices is the plural of Index An Index is often referred to as a power. For example. = 5 3. 5 x 5 x 5. = 2 4. 2 x 2 x 2 x 2. = 7 5. 7 x 7 x 7x 7 x 7.

ByOrder of Operations. A standard way to simplify mathematical expressions and equations. What is the purpose?. To avoid Confusion Give Consistency. For example, does 8 + 3 x 4 = 11 x 4 = 44? Or does it equal 8 + 3 x 4 = 8 + 12 = 20?.

ByPSYC 200 Week #5. APA Language Guidelines (review and new). Agenda. Assignment Updates and Changes APA Language Guidelines (cont’d) APA Editorial Style (punctuation only) APA Practice Test #1 (discuss in-class) APA Scavenger Hunt. Assignment Update and Changes. Single Article Review

ByAnnotating Texts. What is annotation?. Dictionary Definition: . A note of explanation or comment added to a text. A way of note-taking. Dissecting a piece of text. Marking relevant passages within the text. Identifying purpose, tone, and devices in a text. Helps you remember details.

ByEquations & Inequalities. Revision of Level E Algebra. Harder Equations. Equations with Brackets. www.mathsrevision.com. Equations with Fractions. Harder Fractions. Solving Inequalities. Starter Questions. www.mathsrevision.com. Revision of Level E. Equations & Inequalities.

ByReminder: Removing Brackets. Multiplying Pairs of Brackets. Reminder: Removing Brackets. 2 × a. 2 × +3. 2(a + 3). + 6. = 2a. Reminder: Removing Brackets. 3 × b. 3 × -4. 3(b - 4). - 12. = 3b. Reminder: Removing Brackets. -4 × c. -4 × +2. -4(c + 2). - 8. = -4c. (x + 2).

ByFactorisation. ab + ad = a( b +……. © Microsoft Word clipart. Multiplying Out Brackets reminder. Multiply out the brackets below:. (1) 6 ( x + 3 ) . = . 6x. +. 18. (2) 3 ( 2x + 5 ) . = . 6x. +. 15. (3) 4 ( 6x + 7 ) . = . 24x. +. 28. (4) 9 ( 3x + 9 ) . = . 27x. +. 81. = .

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ByGothic Revival Architecture. Circa 1750-1900. REMEMBER. Revival styles are adopted from earlier styles that were typically built in brick—revival styles in NS are typically wooden construction

ByExcel Starts to SHINE. Microsoft Office 2003. Planning & Designing a Worksheet Considerations . Determine the purpose Give it a meaningful title Determine the end result/output Determine calculations Sketch on paper Format columns and rows. Labels.

ByExponents and Powers. An expression like 2 3 is called a power 2 3 = 2 2 2 = 8 This expression is read as “two to the third power” or “two cubed” The repeated factor is the base The exponent indicates how many times the base is used as a factor

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