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OSCE 1 Hierdie pasiënt was betrokke in ‘n MVO en presenteer na 4 ure. Daar is ‘n deformiteit van

OSCE 1 Hierdie pasiënt was betrokke in ‘n MVO en presenteer na 4 ure. Daar is ‘n deformiteit van sy dy en die pasiënt kla van erge pyn in sy kuit en voet sonder frakture van die onderbeen of voet. Hoe sal u die pasiënt hanteer en ondersoek in ongevalle? (3x½)=1½

By jenn
(154 views)

By bardia
(844 views)

By natala
(127 views)

IGCSE Revision Lesson 7

IGCSE Revision Lesson 7. I can use function notation , e.g. f (x) = 3x- 5, f:x--> 3x- 5 to describe simple functions, I can form composite functions as defined by gf(x) = g(f(x)) I can use the notation f -1 (x) to describe their inverses , which I can subsequently find.

By mimis
(108 views)

Introduction to Operations Research

Simplex Method Adapting to Other Forms. Introduction to Operations Research. Until now, we have dealt with the standard form of the Simplex method What if the model has a non-standard form? Equality Constraints x 1 + x 2 = 8 Greater than Constraints x 1 + x 2 ≥ 8 Minimizing

By knut
(106 views)

17.1.1 反比例函数的意义

17.1.1 反比例函数的意义. 旧知回顾. 1 、什么是函数 ?. 在某变化过程中有两个变量 x 、 y ，对于 x 每取一个值， y 都有唯一确定的值和它对应，则称 y 是 x 的函数。. 其中 k 为不为 0 的常数. 2 、正比例函数的表达式为. y=kx. 3 、一次函数的表达式为. y=kx+b. 其中 k,b 为常数且 k≠0. 探究. 解：变量 v 与 t 之间的关系可以表示成. 1262. t=. v.

By errin
(173 views)

Welcome to…

Welcome to…. FUNctions!. They are lots of ‘fun’! . So, what are functions?. Here are some ‘yes’ and ‘no’ examples of functions. . {(0,2), (1,3), (2,4), (3,5)}. {(-1,2), (-2,2), (-3,2), (-4,2)}. . {(0,2), (1,3), (1,4), (3,5)}. {(2,-2), (2,-1), (2,-2), (2,-3)}. Real definition:

By robert
(47 views)

Extra -2 Review of Linear Systems

Extra -2 Review of Linear Systems. By: Prof. Y. Peter Chiu 9 / 2011. § . L 23 : Cramer’s Rule A‧X = B X = B =. § . L 23 : Cramer’s Rule. X = A -1 B x i =.

By kolya
(85 views)

Welcome to MM250

Welcome to MM250. To resize your pods: Place your mouse here. Left mouse click and hold. Drag to the right to enlarge the pod. Unit 5 Seminar: Functions and Graphs. To maximize chat, minimize roster by clicking here. Line y = 2x + 1

By aitana
(63 views)

Functions, properties. elementary functions and their inverses

Functions, properties. elementary functions and their inverses. 2. előadás. Function. Video: http://www.youtube.com/user/MyWhyU?v=Imn_Qi3dlns. Function.

By phong
(305 views)

Factoring (The X-Box Method)

Factoring (The X-Box Method). 3x 2 -2x - 1. The first number times the last number goes in the top of the X (3x 2 )(-1) = -3x 2 2) The middle number goes in the bottom. -3x 2. -2X. Factoring (The X-Box Method). 3x 2 -2x - 1. 3) Find the other numbers, they

By miach
(204 views)

Leaving Cert Factors

Leaving Cert Factors. FACTORS. Difference of 2 squares. Factorise the following 6x + 24y 5ab + 15bc 7x² - 28x 6( x + 4y) 5b( a + 3c) 7x( x – 4)

By nancy
(102 views)

Straight Line

Straight Line. Higher Maths. The Straight Line. Straight line 1 – basic examples. Straight line 2 – more basic examples. Straight line 3 – medians, altitudes and bisectors. Straight line 4 – more on medians, altitudes and bisectors. Gradient = tan of angle set(1). Revision Questions.

By alden
(181 views)

By yuki
(153 views)

The Chain Rule

The Chain Rule. Section 3.5. The Chain Rule. According to Mrs. Armstrong … “Pull the chain and the light comes on!”. Introduction. Sludge Falls CO 2 is changing at rate of 0.02 ppm for each person Population growing at rate of 1000 people/yr

By werner
(103 views)

By tamarr
(122 views)

Q \$100

Jeopardy. Student Choice. Special Systems. Substitution. Addition. Challenge. Q \$100. Q \$100. Q \$100. Q \$100. Q \$100. Q \$200. Q \$200. Q \$200. Q \$200. Q \$200. Q \$300. Q \$300. Q \$300. Q \$300. Q \$300. Q \$400. Q \$400. Q \$400. Q \$400. Q \$400. Q \$500. Q \$500. Q \$500.

By ham
(112 views)

The modulus function

y. x. The modulus function. The modulus of x, written  x  and is defined by  x  = x if x  0  x  = -x if x < 0. Sketch of y =  x . y =  x  y = x. y =  x  y = - x. Sketch the curve y = f(x), using a dashed line for points below the x-axis.

By casper
(233 views)

ALGEBRA

ALGEBRA. CHAPTER 2. ALGEBRA. 2.1 Real No., Sci. Notation & Order 2.2 Real Number Properties 2.3 Solving Equations & Ineq. 2.4 Evaluating Formulas & Fctns. 2.5 Solving Quadratic Equations 2.6 Systems of Equations & Ineq. 2.7 Proportion, Variation, Word Prob.

By ferrol
(141 views)

JEOPARDY! Algebra 2 – Unit 3 Review

JEOPARDY! Algebra 2 – Unit 3 Review. All students will pair up with their assigned partner (or a group of three as selected by the teacher) to compete AGAINST EACH OTHER! All students will play EVERY ROUND and show work on a separate sheet of paper (to be turned in).

By lesley
(103 views)

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