Xvgd2 Tfx

So, for a change of 2.000 in x (The change in x is.

Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒsaƒ Aƒ Aƒ

Xvgd2 tfx. We can see that the vertex of g(x) is the same as that of f(x). I need to multiply out the squared binomial next, and then simplify:. Linking to a non-federal website does not constitute an endorsement by CDC or any of its employees of the sponsors or the information and products presented on the website.

6-3D vessels 1-2D vessel Over 350,000 meters of streamer capacity Land:. P2!R3 de ned by T(f) = f , where f is the coordinate vector of f with respect to. Solutions Math 118A, Fall 13 1.

This isn't really a functions-operations question, but something like this often arises in the functions-operations context. One Time Payment Buy 2 months for USD $10.99, get one month free:. 48 seconds ago Question 3 The three straight paths, AB, BC, and AC, meet each other at three points, A, B, and C.

In other words, for every x in X, there is exactly one element y such that the. Using a "g" instead of an "f" only means the function has a different label assigned to it. Expert Answer 96% (141 ratings) Previous question Next question Get more help from Chegg.

Veritas Key Facts FINANCE 06 05 Revenue $ 2M $ 634M PBT $ 139M $ 76M EPS $ 2.08 $ 1.31 HUMAN RESOURCES Marine Acquisition 396 Land 980 Imaging, R&D 793 Library Sales 47 Veritas Hampson-Russell 98 Corp Mgnt / Shared Services 3 Total 2703 ASSETS Marine:. If ( ) ( ) x a g x f t dt= ∫, for what value of x does gx( ) have a maximum?. Free math problem solver answers your algebra, geometry, trigonometry, calculus, and statistics homework questions with step-by-step explanations, just like a math tutor.

Find the matrix representation of the linear transformation T(f)(x)=(x^2-2)f(x) between the vector spaces of polynomials of degree 3 and of degree 5. Simple and best practice solution for g(x)=3f(x+1)-2 equation. Weekly Subscription $1.99 USD per week until cancelled:.

N or kgm/s 2:. Slope = 1.000/2.000 = 0.500. We must show that any element of f(C 1 ∪ C 2) is an element of f(C 1) ∪ f(C 2), and vice versa.So let y ∈ f(C 1 ∪ C 2).

Now, is a basis for P2 if and only if T( ) =. For arbitrary functions f and g, thus proving our claim. AB Review 03, No calculator.

We note that for x=0, the value of g is -0.000 and for x=2.000, the value of g is 4.000. C) g(x) = 1/2x². (a) r1(t) = 8 −t,2t,3t (b) r2(t) = t3i −7t3j+t3k (c) r3(t) = 8 −4t3,2 +5t2,9t3 solution (a) This is a parametrization of the line passing through the point (8,0,0)in the direction parallel to the vector −1,2,3 ,.

I'll use parentheses to make the replacements clear for my next step. The general solution of the wave equation is the sum of two arbitrary functions f and g where f = f(x+ct) and g = g(x¡ct).In particular, f(x+ct) is a wave moving to the left with speed c, while g(x¡ct) is a wave moving to the right with speed c. (it cant be because the vertex is well below the origin) and 2) I was thinking parabolas cant have vertexes below x-axis because of the x^2, but obviously they can be shifted, which is what fig 1.36 is and the whole point of all the examples.

So, for a change of 2.000 in x (The change in x is sometimes referred to as "RUN") we get a change of 1.000 - -0.000 = 1.000 in g. Given f (x) = 3x 2 – x + 4, find the simplified form of the following expression, and evaluate at h = 0:. No composite functions calculator is required, and a self-test serves as an interactive composite functions worksheet.

G(x) just identifies a function of x, in the same way as that f(x) does. F wt = mg:. X-intercept = 0/-2 = -0. Calculate the Slope :.

So, ∇f · c'(t) = <3x^2 y^2, 2x^3 y> · <2t, 6t^2> = 6x^2 y^2 t + 12x^3 y t^2. Formally, a function f from a set X to a set Y is defined by a set G of ordered pairs (x, y) such that x ∈ X, y ∈ Y, and every element of X is the first component of exactly one ordered pair in G. Solutions Example 5.1 Find the work done by the force F(x,y) = x2i− xyj in moving a particle along the curve which runs from (1,0) to (0,1) along the unit circle and then from (0,1) to (0,0) along the y-axis (see.

What pattern do you see regarding the measurements?. On integrating the x terms will be the same but the constant may differ so when f'(x)=g'(x) then f(x) is not equal to g(x) always. OK Im getting this now.

For the simplest of waves, where the speed of propagation c is a constant, we see from Eqs. 5 (25) See more tutors. The change equation is a wonderful tool.

13th most abound element;. Slope is defined as the change in g divided by the change in x. Show that the separated solutions have the same form as the general solution u(x,t) = f(x−ct) for a suitable function f.

4 hub centers, 9 satellite centers Over. H(2d + 1) = (2d + 1) 2 – 3. C (x/y) ds, C:.

25% Find all separated solutions u(x,t) = F(x)G(t) of the advection equation ut +cux = 0 where c is a constant. Evaluate the line integral, where C is the given curve. Answer to Find and simplify d^2/dx^2 (f(x)g(x)).

This means that the graph has not been shifted vertically or horizontally. A common mistake when working with composite functions is to find g(f(x)) when you're supposed to be finding f(g(x)), and vice versa. Links with this icon indicate that you are leaving the CDC website.

In the triangle shown on the right, if θ increases at a constant rate of 3. (a) Prove that is a basis for P2. Isolated in 16 by Moissan;.

Since c < 2c, not all of them can be extended to X. 5 (15) Jason J. Like the DFW C.II before them, these aircraft seated the gunner to the rear and armed him with a machine gun on a ring mount.

Speed (circular) v = 2pr/T:. Mei CHAPTER TWO ONE DIMENSIONAL WAVES 1 General solution to wave equation It is easy to verify by direct substitution that the most general solution of the one dimensional wave equation:. Which one of the following does not parametrize a line?.

Chapter 5 Line and surface integrals:. Also look at the length of the side opposite each angle. Let = f1;x;x2g be the standard basis for P2 and consider the linear transforma- tion T :.

Get 1:1 help now from expert Calculus tutors Solve it with our calculus problem solver and calculator. When g = 0 the value of x is 0/-2 Our line therefore "cuts" the x axis at x=-0. If it is a linear transformation, find the matrix for T.

Simple and best practice solution for g=(x-c)/x equation. #2 the letter which you use to label a function has no special meaning. Find the matrix representation of the linear transformation T(f)(x)=(x^2-2)f(x) between the vector spaces of polynomials of degree 3 and of degree 5.

The slope and y-intercept cannot be found for this problem since it is not linear. And since f(x) = 3x - 2, then f(3) = 3(3) - 2, or 9 -2, which is 7. D M Riffe -4- 2/1/13 and () + =Ω = 2 1 2~sin N n n π ω ω (12) for the coupled-oscillator standing waves.

Let = f1+x;1+x2;x+x2g be a subset of P 2. How to find the distance of the incenter of an equlateral triangle to mid center of each side?. This is a dilation.

To do it f only has to be differentiable 2 times in (a,b) neighbourhood. Then y = f(x) for some x ∈ C 1 ∪ C 2.If x ∈ C. First created by Gleicher and published by Beckhard and Harris it was originally:.

5.3 Initial Value Problem. G( f(x) ) = ( x+3 )^2. Let T(f)(x)= f(x^2) be the map from the vector space P_2 of polynomials of degree at most 2 to P_4.

C = (ABD) > X.I’m not a massive fan of equations at the best of times but when there is only one letter even remotely representing its intended subject I become even less enamoured. Acceleration (gravity) g = F/m:. Our solution is simple, and easy to understand, so don`t hesitate to use it as a solution of your homework.

If I was given a trillionth of a penny for every time I was asked a question of this type, I would be a trillionaire by now!. Strictly speaking, mathg(x)/math does depend on mathx/math, it's just that in this case whateve. (A) a (B) b (C) c (D) d (E) It cannot be determined from the information given 2.

Type in any equation to get the solution, steps and graph. May 16, 11 13 CALCULUS OF VECTOR-VALUED FUNCTIONS 13.1 Vector-ValuedFunctions (LT Section 14.1) Preliminary Questions 1. Monthly Subscription $4.99 USD per month until cancelled:.

Let X be a normal space. This looks much worse than it is, as long as I'm willing to take the time and be careful. The Centers for Disease Control and Prevention (CDC) cannot attest to the accuracy of a non-federal website.

That can be deduced writing f(x,y) as Taylor's series (for multivariate functions), and going up to the 2nd term. 1) that the function represented in fig 1.36 as y=f(x) is f(x) = x^2. The graph has been stretched compared to that of f(x).

F lu o rin a tio n o f O rg a n ic C o m p o u n d s S h u n S u B a ra n G ro u p M e e tin g 0 5 /2 4 /2 0 0 8 Introduction ¥F2:. Free equations calculator - solve linear, quadratic, polynomial, radical, exponential and logarithmic equations with all the steps. The easiest way to do this is rewrite g(x), replacing all x's with a blank set of parenthesis, like this - g( f(x) ) = ( )^2 Now place the function f(x) into the parenthesis.

Definition and Some Simple Examples Simply stated, a dispersion relation is the function ω(k) for an harmonic wave. Since Y is discrete with cardinality c, there are at least 2c continuous functions on Y. I was making two strange assumptions:.

Replace all x's in g(x) with the function f(x) to get g( f(x) ) = ( x+3 )^2 g(f(x)) means that you replace all x's in g(x) with the function f(x). Use the slope-intercept form to find the slope and y-intercept. For every instance of the variable w, I'll need to plug in the expression 2d + 1.

Force (gravity) N or kgm/s 2:. Y X v g D 2 z 6 t F X ̌ ʔ \\ u X v g D 2 v ̑ 6 t F X u A N V vs R f B v ̌ ʂ \\ ܂ B ܂ ͓ ł B u A N V v 58 ŁA u R f B v 42 B ̂́u A N V v ƂȂ ܂ B ͏ B \\ A ` Ɂu R f B v 51 ŏ B y ŏI ʁz ŏI ʁA 6 t F X 𐧂 ̂ 1 |2 Łu R f B v ƂȂ ܂ B. Check how easy it is, and learn it for the future.

A → R continuous with |f(x)| ≤ c for each x in A. X = t3, y = t4, 1 ≤ t ≤ 2. Acceleration (cent.) a c = v 2 /r:.

F(g(x)) = f(5x) = (5x) 2 = 25x 2 Domain = all real numbers g(f(x)) = g(x 2 ) = 5x 2 Domain = all real numbers Note that the composite of two functions is NOT the same. Check how easy it is, and learn it for the future. Typically this is done where you have already got an f(x), so creating another one would be confusing.

V f 2 = v i 2 + 2ad:. Only 13 naturally occurring organic compound are known. The DFW C.IV, DFW C.V, DFW C.VI, and DFW F37 were a family of German reconnaissance aircraft first used in 1916 in World War I.They were conventionally configured biplanes with unequal-span unstaggered wings and seating for the pilot and observer in tandem, open cockpits.

The graph of f is shown in the figure on the right. A) ∇f = <3x^2 y^2, 2x^3 y>, the vector of first partial derivatives of f. (The change in g is sometimes referred to as "RISE" and the Slope is m = RISE / RUN) Slope = 1.000/2.000 = 0.500 Geometric figure:.

Math 314H Solutions to Homework # 1 1. Example 16 - Chapter 2 Class 11 Relations and Functions Last updated at Jan. 0 = c continuous functions on D.

N or kgm/s 2:. Our solution is simple, and easy to understand, so don`t hesitate to use it as a solution of your homework. 28, by Teachoo Learn All Concepts of Chapter 2 Class 11 Relations and Function - FREE.

So f(g(9)) = 7. Prove that there is a continuous function F :. Name of a 2 demension figure described below.

Let A ⊂ X be a closed subset and f :. 5.0 (775) Jake M. 2 04:02 Male / Under years old / High-school/ University/ Grad student / Very / Purpose of use I have no computer to do homework 3 08:23 Female / 50 years old level / An office worker / A public employee / A little / Purpose of use.

Graph g(x)=-2f(x-2)y=f(x) Rewrite the function as an equation. For h(w) = w 2 – 3, find h(2d + 1). How do these points of intersection differ from eac.

Intuitively, a function is a process that associates each element of a set X, to a single element of a set Y. • Using the separated solution in the PDE, we get FG. M417 Homework 3 Solutions Spring 04 (1) (a) For any subsets C 1,C 2 ⊂ A, show that f(C 1 ∪ C 2) = f(C 1) ∪ f(C 2):.

(2d + 1) 2 – 3. ∂2φ ∂t2 = c2 ∂2φ ∂x2 (1.1) can be solved by φ(x,t)=f(x− ct)+g(x+ct) (1.2) where f(ξ) and g(ξ) are arbitrary functions of ξ. Explain the differences in terms of the angles that you see.

Gt¤:*y Ã^g*k g t¤ 6c¤ {g* f*z0 &±* gt¤ g*k gtmy g* Îh¤0c g* h political parties and democracy in theoretical and practical perspectives.

H Azaºaza A A Aza A A Aza Aza Azaaza Aza A Aƒaza A A Aza A A Aza Aza Aza A A Aza Aza A A Aza A A Aza Aza A Aƒaza Azaºa Aœa A A Aƒa A A Aœa A Aza A A A A A A Aza A A A A Aza A A Azaµaza A Azaza

H Azaºaza A A Aza A A Aza Aza Azaaza Aza A Aƒaza A A Aza A A Aza Aza Aza A A Aza Aza A A Aza A A Aza Aza A Aƒaza Azaºa Aœa A A Aƒa A A Aœa A Aza A A A A A A Aza A A A A Aza A A Azaµaza A Azaza

Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ C Aƒ I Aƒ Aƒ Aƒœaƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒªaƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ

Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ C Aƒ I Aƒ Aƒ Aƒœaƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒªaƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ

H Azaºaza A A Aza A A Aza Aza Azaaza Aza A Aƒaza A A Aza A A Aza Aza Aza A A Aza Aza A A Aza A A Aza Aza A Aƒaza Azaºa Aœa A A Aƒa A A Aœa A Aza A A A A A A Aza A A A A Aza A A Azaµaza A Azaza

H Azaºaza A A Aza A A Aza Aza Azaaza Aza A Aƒaza A A Aza A A Aza Aza Aza A A Aza Aza A A Aza A A Aza Aza A Aƒaza Azaºa Aœa A A Aƒa A A Aœa A Aza A A A A A A Aza A A A A Aza A A Azaµaza A Azaza

Xvgd2 Tfx のギャラリー

Page 1 Page 2 A A Aƒ A Aƒa A Aƒƒ Aƒ Aƒ Aƒ Aƒ A Aƒ C Aƒ A E Ae Aeœ Aƒ Aƒa Aƒ C Aƒ

Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒsaƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒœaƒ Aƒ Aƒ Aƒ Aƒsaƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒªaƒ Aƒ Aƒsaƒ Aƒ Aƒ

Aƒ C Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ

Page 1 Page 2 A A Aƒ A Aƒa A Aƒƒ Aƒ Aƒ Aƒ Aƒ A Aƒ C Aƒ A E Ae Aeœ Aƒ Aƒa Aƒ C Aƒ

Aza A A Aza A A A A Aza Aza Aza Aza Aza A A Aza Aza Azaºazaµaza Aza A Aƒa A Aza Aza Azasaza A A Aza Aza Aza A A Aza A A Aza Aza Aza Aza Aza Aza A A Aza Azasa A Aza A Aƒaza A A A A Aza A A Azaºaza A A Aza Aza

H Azaºaza A A Aza A A Aza Aza Azaaza Aza A Aƒaza A A Aza A A Aza Aza Aza A A Aza Aza A A Aza A A Aza Aza A Aƒaza Azaºa Aœa A A Aƒa A A Aœa A Aza A A A A A A Aza A A A A Aza A A Azaµaza A Azaza

Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒsaƒ

Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒsaƒ Aƒ Aƒ

H Azaºaza A A Aza A A Aza Aza Azaaza Aza A Aƒaza A A Aza A A Aza Aza Aza A A Aza Aza A A Aza A A Aza Aza A Aƒaza Azaºa Aœa A A Aƒa A A Aœa A Aza A A A A A A Aza A A A A Aza A A Azaµaza A Azaza

H Azaºaza A A Aza A A Aza Aza Azaaza Aza A Aƒaza A A Aza A A Aza Aza Aza A A Aza Aza A A Aza A A Aza Aza A Aƒaza Azaºa Aœa A A Aƒa A A Aœa A Aza A A A A A A Aza A A A A Aza A A Azaµaza A Azaza

Aza A A Aza A A A A Aza Aza Aza Aza Aza A A Aza Aza Azaºazaµaza Aza A Aƒa A Aza Aza Azasaza A A Aza Aza Aza A A Aza A A Aza Aza Aza Aza Aza Aza A A Aza Azasa A Aza A Aƒaza A A A A Aza A A Azaºaza A A Aza Aza

Page 1 Page 2 A A Aƒ A Aƒa A Aƒƒ Aƒ Aƒ Aƒ Aƒ A Aƒ C Aƒ A E Ae Aeœ Aƒ Aƒa Aƒ C Aƒ

H Azaºaza A A Aza A A Aza Aza Azaaza Aza A Aƒaza A A Aza A A Aza Aza Aza A A Aza Aza A A Aza A A Aza Aza A Aƒaza Azaºa Aœa A A Aƒa A A Aœa A Aza A A A A A A Aza A A A A Aza A A Azaµaza A Azaza

Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ C Aƒ I Aƒ Aƒ Aƒœaƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒªaƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ

H Azaºaza A A Aza A A Aza Aza Azaaza Aza A Aƒaza A A Aza A A Aza Aza Aza A A Aza Aza A A Aza A A Aza Aza A Aƒaza Azaºa Aœa A A Aƒa A A Aœa A Aza A A A A A A Aza A A A A Aza A A Azaµaza A Azaza

A œaƒ Aƒ Aƒ Aƒ Aƒˆaƒ C A Aƒ A A A A A µa Aƒ Aƒ A Aƒ Aƒ Aƒ Aƒ A Ae Eº Criaƒ Aƒÿaƒ Aƒ A A A

H Azaºaza A A Aza A A Aza Aza Azaaza Aza A Aƒaza A A Aza A A Aza Aza Aza A A Aza Aza A A Aza A A Aza Aza A Aƒaza Azaºa Aœa A A Aƒa A A Aœa A Aza A A A A A A Aza A A A A Aza A A Azaµaza A Azaza

A œaƒ Aƒ Aƒ Aƒ Aƒˆaƒ C A Aƒ A A A A A µa Aƒ Aƒ A Aƒ Aƒ Aƒ Aƒ A Ae Eº Criaƒ Aƒÿaƒ Aƒ A A A

Aza A A Aza A A A A Aza Aza Aza Aza Aza A A Aza Aza Azaºazaµaza Aza A Aƒa A Aza Aza Azasaza A A Aza Aza Aza A A Aza A A Aza Aza Aza Aza Aza Aza A A Aza Azasa A Aza A Aƒaza A A A A Aza A A Azaºaza A A Aza Aza

H Azaºaza A A Aza A A Aza Aza Azaaza Aza A Aƒaza A A Aza A A Aza Aza Aza A A Aza Aza A A Aza A A Aza Aza A Aƒaza Azaºa Aœa A A Aƒa A A Aœa A Aza A A A A A A Aza A A A A Aza A A Azaµaza A Azaza

A œaƒ Aƒ Aƒ Aƒ Aƒˆaƒ C A Aƒ A A

H Azaºaza A A Aza A A Aza Aza Azaaza Aza A Aƒaza A A Aza A A Aza Aza Aza A A Aza Aza A A Aza A A Aza Aza A Aƒaza Azaºa Aœa A A Aƒa A A Aœa A Aza A A A A A A Aza A A A A Aza A A Azaµaza A Azaza

Page 1 Page 2 A A Aƒ A Aƒa A Aƒƒ Aƒ Aƒ Aƒ Aƒ A Aƒ C Aƒ A E Ae Aeœ Aƒ Aƒa Aƒ C Aƒ

Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒsaƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒsaƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒœaƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ

H Azaºaza A A Aza A A Aza Aza Azaaza Aza A Aƒaza A A Aza A A Aza Aza Aza A A Aza Aza A A Aza A A Aza Aza A Aƒaza Azaºa Aœa A A Aƒa A A Aœa A Aza A A A A A A Aza A A A A Aza A A Azaµaza A Azaza

A œaƒ Aƒ Aƒ Aƒ Aƒˆaƒ C A Aƒ A A A A A µa Aƒ Aƒ A Aƒ Aƒ Aƒ Aƒ A Ae Eº Criaƒ Aƒÿaƒ Aƒ A A A

Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒsaƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒœaƒ Aƒ Aƒ Aƒ Aƒsaƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒªaƒ Aƒ Aƒsaƒ Aƒ Aƒ

Aza A A Aza A A A A Aza Aza Aza Aza Aza A A Aza Aza Azaºazaµaza Aza A Aƒa A Aza Aza Azasaza A A Aza Aza Aza A A Aza A A Aza Aza Aza Aza Aza Aza A A Aza Azasa A Aza A Aƒaza A A A A Aza A A Azaºaza A A Aza Aza

Aza Azaµa A Azaazaºa A Aza A Aƒaza A A A A Aza Azaµaza Aza Aza Aza Aza Azaºa Azaza A A A A Aza A A Azaµaza A Azaza A Aƒa A Aza Aza A A Azaµa A Aza Aza A A Aza A A Aza A A

Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ

Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒsaƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒœaƒ Aƒ Aƒ Aƒ Aƒsaƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒªaƒ Aƒ Aƒsaƒ Aƒ Aƒ

Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒsaƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒœaƒ Aƒ Aƒ Aƒ Aƒsaƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒªaƒ Aƒ Aƒsaƒ Aƒ Aƒ

Aƒ C Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ

H Azaºaza A A Aza A A Aza Aza Azaaza Aza A Aƒaza A A Aza A A Aza Aza Aza A A Aza Aza A A Aza A A Aza Aza A Aƒaza Azaºa Aœa A A Aƒa A A Aœa A Aza A A A A A A Aza A A A A Aza A A Azaµaza A Azaza

Aƒ C Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ

H Azaºaza A A Aza A A Aza Aza Azaaza Aza A Aƒaza A A Aza A A Aza Aza Aza A A Aza Aza A A Aza A A Aza Aza A Aƒaza Azaºa Aœa A A Aƒa A A Aœa A Aza A A A A A A Aza A A A A Aza A A Azaµaza A Azaza

Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ C Aƒ I Aƒ Aƒ Aƒœaƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒªaƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ

Ae E Az Ae E A Ae E E C Ae A A œe Ae E Az A A A Ae C

Aza A A Aza A A A A Aza Aza Aza Aza Aza A A Aza Aza Azaºazaµaza Aza A Aƒa A Aza Aza Azasaza A A Aza Aza Aza A A Aza A A Aza Aza Aza Aza Aza Aza A A Aza Azasa A Aza A Aƒaza A A A A Aza A A Azaºaza A A Aza Aza

Page 1 Page 2 A A Aƒ A Aƒa

H Azaºaza A A Aza A A Aza Aza Azaaza Aza A Aƒaza A A Aza A A Aza Aza Aza A A Aza Aza A A Aza A A Aza Aza A Aƒaza Azaºa Aœa A A Aƒa A A Aœa A Aza A A A A A A Aza A A A A Aza A A Azaµaza A Azaza

Aƒ C Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ

Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ C Aƒ I Aƒ Aƒ Aƒœaƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒªaƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ

H Azaºaza A A Aza A A Aza Aza Azaaza Aza A Aƒaza A A Aza A A Aza Aza Aza A A Aza Aza A A Aza A A Aza Aza A Aƒaza Azaºa Aœa A A Aƒa A A Aœa A Aza A A A A A A Aza A A A A Aza A A Azaµaza A Azaza

Page 1 Page 2 A A Aƒ A Aƒa A Aƒƒ Aƒ Aƒ Aƒ Aƒ A Aƒ C Aƒ A E Ae Aeœ Aƒ Aƒa Aƒ C Aƒ

Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒsaƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒœaƒ Aƒ Aƒ Aƒ Aƒsaƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒªaƒ Aƒ Aƒsaƒ Aƒ Aƒ

H Azaºaza A A Aza A A Aza Aza Azaaza Aza A Aƒaza A A Aza A A Aza Aza Aza A A Aza Aza A A Aza A A Aza Aza A Aƒaza Azaºa Aœa A A Aƒa A A Aœa A Aza A A A A A A Aza A A A A Aza A A Azaµaza A Azaza

Aza A A Aza A A A A Aza Aza Aza Aza Aza A A Aza Aza Azaºazaµaza Aza A Aƒa A Aza Aza Azasaza A A Aza Aza Aza A A Aza A A Aza Aza Aza Aza Aza Aza A A Aza Azasa A Aza A Aƒaza A A A A Aza A A Azaºaza A A Aza Aza

H Azaºaza A A Aza A A Aza Aza Azaaza Aza A Aƒaza A A Aza A A Aza Aza Aza A A Aza Aza A A Aza A A Aza Aza A Aƒaza Azaºa Aœa A A Aƒa A A Aœa A Aza A A A A A A Aza A A A A Aza A A Azaµaza A Azaza

H Azaºaza A A Aza A A Aza Aza Azaaza Aza A Aƒaza A A Aza A A Aza Aza Aza A A Aza Aza A A Aza A A Aza Aza A Aƒaza Azaºa Aœa A A Aƒa A A Aœa A Aza A A A A A A Aza A A A A Aza A A Azaµaza A Azaza

H Azaºaza A A Aza A A Aza Aza Azaaza Aza A Aƒaza A A Aza A A Aza Aza Aza A A Aza Aza A A Aza A A Aza Aza A Aƒaza Azaºa Aœa A A Aƒa A A Aœa A Aza A A A A A A Aza A A A A Aza A A Azaµaza A Azaza

H Azaºaza A A Aza A A Aza Aza Azaaza Aza A Aƒaza A A Aza A A Aza Aza Aza A A Aza Aza A A Aza A A Aza Aza A Aƒaza Azaºa Aœa A A Aƒa A A Aœa A Aza A A A A A A Aza A A A A Aza A A Azaµaza A Azaza

A A A A A A A A A A Aƒa A A A A A A A A A Aÿa Aºaªa A A A A Aºaza A A Aƒ Social

Aza A A Aza A A A A Aza Aza Aza Aza Aza A A Aza Aza Azaºazaµaza Aza A Aƒa A Aza Aza Azasaza A A Aza Aza Aza A A Aza A A Aza Aza Aza Aza Aza Aza A A Aza Azasa A Aza A Aƒaza A A A A Aza A A Azaºaza A A Aza Aza

A œaƒ Aƒ Aƒ Aƒ Aƒˆaƒ C A Aƒ A A A A A µa Aƒ Aƒ A Aƒ Aƒ Aƒ Aƒ A Ae Eº Criaƒ Aƒÿaƒ Aƒ A A A

Aza A A Aza A A A A Aza Aza Aza Aza Aza A A Aza Aza Azaºazaµaza Aza A Aƒa A Aza Aza Azasaza A A Aza Aza Aza A A Aza A A Aza Aza Aza Aza Aza Aza A A Aza Azasa A Aza A Aƒaza A A A A Aza A A Azaºaza A A Aza Aza

H Azaºaza A A Aza A A Aza Aza Azaaza Aza A Aƒaza A A Aza A A Aza Aza Aza A A Aza Aza A A Aza A A Aza Aza A Aƒaza Azaºa Aœa A A Aƒa A A Aœa A Aza A A A A A A Aza A A A A Aza A A Azaµaza A Azaza

H Azaºaza A A Aza A A Aza Aza Azaaza Aza A Aƒaza A A Aza A A Aza Aza Aza A A Aza Aza A A Aza A A Aza Aza A Aƒaza Azaºa Aœa A A Aƒa A A Aœa A Aza A A A A A A Aza A A A A Aza A A Azaµaza A Azaza

Page 1 Page 2 A A Aƒ A Aƒa A Aƒƒ Aƒ Aƒ Aƒ Aƒ A Aƒ C Aƒ A E Ae Aeœ Aƒ Aƒa Aƒ C Aƒ

Aza A A Aza A A A A Aza Aza Aza Aza Aza A A Aza Aza Azaºazaµaza Aza A Aƒa A Aza Aza Azasaza A A Aza Aza Aza A A Aza A A Aza Aza Aza Aza Aza Aza A A Aza Azasa A Aza A Aƒaza A A A A Aza A A Azaºaza A A Aza Aza

A œaƒ Aƒ Aƒ Aƒ Aƒˆaƒ C A Aƒ A A A A A µa Aƒ Aƒ A Aƒ Aƒ Aƒ Aƒ A Ae Eº Criaƒ Aƒÿaƒ Aƒ A A A

H Azaºaza A A Aza A A Aza Aza Azaaza Aza A Aƒaza A A Aza A A Aza Aza Aza A A Aza Aza A A Aza A A Aza Aza A Aƒaza Azaºa Aœa A A Aƒa A A Aœa A Aza A A A A A A Aza A A A A Aza A A Azaµaza A Azaza

H Azaºaza A A Aza A A Aza Aza Azaaza Aza A Aƒaza A A Aza A A Aza Aza Aza A A Aza Aza A A Aza A A Aza Aza A Aƒaza Azaºa Aœa A A Aƒa A A Aœa A Aza A A A A A A Aza A A A A Aza A A Azaµaza A Azaza

Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ C Aƒ I Aƒ Aƒ Aƒœaƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒªaƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ

H Azaºaza A A Aza A A Aza Aza Azaaza Aza A Aƒaza A A Aza A A Aza Aza Aza A A Aza Aza A A Aza A A Aza Aza A Aƒaza Azaºa Aœa A A Aƒa A A Aœa A Aza A A A A A A Aza A A A A Aza A A Azaµaza A Azaza

Aƒ C Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ

Aza A A Aza A A A A Aza Aza Aza Aza Aza A A Aza Aza Azaºazaµaza Aza A Aƒa A Aza Aza Azasaza A A Aza Aza Aza A A Aza A A Aza Aza Aza Aza Aza Aza A A Aza Azasa A Aza A Aƒaza A A A A Aza A A Azaºaza A A Aza Aza

H Azaºaza A A Aza A A Aza Aza Azaaza Aza A Aƒaza A A Aza A A Aza Aza Aza A A Aza Aza A A Aza A A Aza Aza A Aƒaza Azaºa Aœa A A Aƒa A A Aœa A Aza A A A A A A Aza A A A A Aza A A Azaµaza A Azaza

H Azaºaza A A Aza A A Aza Aza Azaaza Aza A Aƒaza A A Aza A A Aza Aza Aza A A Aza Aza A A Aza A A Aza Aza A Aƒaza Azaºa Aœa A A Aƒa A A Aœa A Aza A A A A A A Aza A A A A Aza A A Azaµaza A Azaza

Aza A A Aza A A A A Aza Aza Aza Aza Aza A A Aza Aza Azaºazaµaza Aza A Aƒa A Aza Aza Azasaza A A Aza Aza Aza A A Aza A A Aza Aza Aza Aza Aza Aza A A Aza Azasa A Aza A Aƒaza A A A A Aza A A Azaºaza A A Aza Aza

Aza A A Aza A A A A Aza Aza Aza Aza Aza A A Aza Aza Azaºazaµaza Aza A Aƒa A Aza Aza Azasaza A A Aza Aza Aza A A Aza A A Aza Aza Aza Aza Aza Aza A A Aza Azasa A Aza A Aƒaza A A A A Aza A A Azaºaza A A Aza Aza

Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒsaƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒœaƒ Aƒ Aƒ Aƒ Aƒsaƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒªaƒ Aƒ Aƒsaƒ Aƒ Aƒ

Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒsaƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒœaƒ Aƒ Aƒ Aƒ Aƒsaƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒªaƒ Aƒ Aƒsaƒ Aƒ Aƒ

Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒsaƒ Aƒ Aƒ

H Azaºaza A A Aza A A Aza Aza Azaaza Aza A Aƒaza A A Aza A A Aza Aza Aza A A Aza Aza A A Aza A A Aza Aza A Aƒaza Azaºa Aœa A A Aƒa A A Aœa A Aza A A A A A A Aza A A A A Aza A A Azaµaza A Azaza

H Azaºaza A A Aza A A Aza Aza Azaaza Aza A Aƒaza A A Aza A A Aza Aza Aza A A Aza Aza A A Aza A A Aza Aza A Aƒaza Azaºa Aœa A A Aƒa A A Aœa A Aza A A A A A A Aza A A A A Aza A A Azaµaza A Azaza

A œaƒ Aƒ Aƒ Aƒ Aƒˆaƒ C A Aƒ A A A A A µa Aƒ Aƒ A Aƒ Aƒ Aƒ Aƒ A Ae Eº Criaƒ Aƒÿaƒ Aƒ A A A

H Azaºaza A A Aza A A Aza Aza Azaaza Aza A Aƒaza A A Aza A A Aza Aza Aza A A Aza Aza A A Aza A A Aza Aza A Aƒaza Azaºa Aœa A A Aƒa A A Aœa A Aza A A A A A A Aza A A A A Aza A A Azaµaza A Azaza

Page 1 Page 2 A A Aƒ A Aƒa A Aƒƒ Aƒ Aƒ Aƒ Aƒ A Aƒ C Aƒ A E Ae Aeœ Aƒ Aƒa Aƒ C Aƒ

H Azaºaza A A Aza A A Aza Aza Azaaza Aza A Aƒaza A A Aza A A Aza Aza Aza A A Aza Aza A A Aza A A Aza Aza A Aƒaza Azaºa Aœa A A Aƒa A A Aœa A Aza A A A A A A Aza A A A A Aza A A Azaµaza A Azaza

Aƒa Aƒaƒ Aƒaƒ A A A A A A A A Aƒa Aƒas Aƒas Aƒas Aƒas A A A A A A A A A A A A A A A A A A A A A A Aƒa Aƒa A A A A Aƒa Aƒa Weblearn Hs

H Azaºaza A A Aza A A Aza Aza Azaaza Aza A Aƒaza A A Aza A A Aza Aza Aza A A Aza Aza A A Aza A A Aza Aza A Aƒaza Azaºa Aœa A A Aƒa A A Aœa A Aza A A A A A A Aza A A A A Aza A A Azaµaza A Azaza

Aza A A Aza A A A A Aza Aza Aza Aza Aza A A Aza Aza Azaºazaµaza Aza A Aƒa A Aza Aza Azasaza A A Aza Aza Aza A A Aza A A Aza Aza Aza Aza Aza Aza A A Aza Azasa A Aza A Aƒaza A A A A Aza A A Azaºaza A A Aza Aza

A A A A A A A A A A Aƒa A A A A A A A A A Aÿa Aºaªa A A A A Aºaza A A Aƒ Social

H Azaºaza A A Aza A A Aza Aza Azaaza Aza A Aƒaza A A Aza A A Aza Aza Aza A A Aza Aza A A Aza A A Aza Aza A Aƒaza Azaºa Aœa A A Aƒa A A Aœa A Aza A A A A A A Aza A A A A Aza A A Azaµaza A Azaza

A œaƒ Aƒ Aƒ Aƒ Aƒˆaƒ C A Aƒ A A A A A µa Aƒ Aƒ A Aƒ Aƒ Aƒ Aƒ A Ae Eº Criaƒ Aƒÿaƒ Aƒ A A A

Page 1 Page 2 A A Aƒ A Aƒa A Aƒƒ Aƒ Aƒ Aƒ Aƒ A Aƒ C Aƒ A E Ae Aeœ Aƒ Aƒa Aƒ C Aƒ

H Azaºaza A A Aza A A Aza Aza Azaaza Aza A Aƒaza A A Aza A A Aza Aza Aza A A Aza Aza A A Aza A A Aza Aza A Aƒaza Azaºa Aœa A A Aƒa A A Aœa A Aza A A A A A A Aza A A A A Aza A A Azaµaza A Azaza

A œaƒ Aƒ Aƒ Aƒ Aƒˆaƒ C A Aƒ A A A A A µa Aƒ Aƒ A Aƒ Aƒ Aƒ Aƒ A Ae Eº Criaƒ Aƒÿaƒ Aƒ A A A

Aza A A Aza A A A A Aza Aza Aza Aza Aza A A Aza Aza Azaºazaµaza Aza A Aƒa A Aza Aza Azasaza A A Aza Aza Aza A A Aza A A Aza Aza Aza Aza Aza Aza A A Aza Azasa A Aza A Aƒaza A A A A Aza A A Azaºaza A A Aza Aza

Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒsaƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒœaƒ Aƒ Aƒ Aƒ Aƒsaƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒªaƒ Aƒ Aƒsaƒ Aƒ Aƒ

H Azaºaza A A Aza A A Aza Aza Azaaza Aza A Aƒaza A A Aza A A Aza Aza Aza A A Aza Aza A A Aza A A Aza Aza A Aƒaza Azaºa Aœa A A Aƒa A A Aœa A Aza A A A A A A Aza A A A A Aza A A Azaµaza A Azaza

H Azaºaza A A Aza A A Aza Aza Azaaza Aza A Aƒaza A A Aza A A Aza Aza Aza A A Aza Aza A A Aza A A Aza Aza A Aƒaza Azaºa Aœa A A Aƒa A A Aœa A Aza A A A A A A Aza A A A A Aza A A Azaµaza A Azaza

Aƒa Aƒaƒ Aƒaƒ A A A A A A A A Aƒa Aƒas Aƒas Aƒas Aƒas A A A A A A A A A A A A A A A A A A A A A A Aƒa Aƒa A A A A Aƒa Aƒa Weblearn Hs

H Azaºaza A A Aza A A Aza Aza Azaaza Aza A Aƒaza A A Aza A A Aza Aza Aza A A Aza Aza A A Aza A A Aza Aza A Aƒaza Azaºa Aœa A A Aƒa A A Aœa A Aza A A A A A A Aza A A A A Aza A A Azaµaza A Azaza

H Azaºaza A A Aza A A Aza Aza Azaaza Aza A Aƒaza A A Aza A A Aza Aza Aza A A Aza Aza A A Aza A A Aza Aza A Aƒaza Azaºa Aœa A A Aƒa A A Aœa A Aza A A A A A A Aza A A A A Aza A A Azaµaza A Azaza

Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ C Aƒ I Aƒ Aƒ Aƒœaƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒªaƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ Aƒ