Friday, September 4, 2009
Migraine And Aneurysm
For greater clarity of the paper make a click in the box at the bottom right of the screen to see conplete.
Migraine And Aneurysm
For greater clarity of the paper make a click in the box at the bottom right of the screen to see conplete.
Friday, August 28, 2009
Wording Clothfunny Baby
* In what follows, n is the number of their group.
* Let M be the remainder after dividing n by 2. Exercise your group is assigned to the M +1.
1. Given the role
h(x,y)=10x^2 y-nx^2-(n-1) y^2-x^4-2y^4
and the point P = ( a, b ) of your domain a = n / 3 and b = (-1) n n / 4. T is the trace of the graph z = h ( x, y ) with the plane x = a (if n is even) or the plane y = b (if n is odd .) Determine an equation of the tangent to the trace above. Illustrate graphically.
Solution:
h (x, y) = 10x ^ 2 and-nx ^ 2 - (n-1) y ^ 2-x ^ 4-2y ^ 4
with n = 5 , replacing n we have:
h (x, y) = 10x ^ 2-5x ^ 2-4y ^ 2-x ^ 4-2y ^ 4
Point = (a, b)
point = (5 / 3, -5 / 4)
now evaluate our function h (x, y) in point (a, b) , ie point (5 / 3, -5 / 4)
h (5 / 3, -5 / 4) = 10 × (5 / 3) ^ 2 × (-5 / 4) -5 × (5 / 3) ^ 2-4 × (-5 / 4) ^ 2 - (5 / 3) ^ 4-2 × (-5 / 4) ^ 4
h (5 / 3, -5 / 4) =- 67.46 = Z_0
Then the point evaluate is
(x, y, z) = (5 / 3, -5 / 4, -67.46)
h_x (x, y) = 20xy-10x-4x ^ 3
h_x (5 / 3, -5 / 4) = 20 × (5 / 3) × (-5 / 4) -10 × (5 / 3) -4 × 〖 (5 / 3) 〗 ^ 3
h_x (5 / 3, -5 / 4) =- 2075/27 = m
The plan as presented in (x, z) to observe the line in R ^ 2 , where we find the equation that represents our chart.
red line represents the line we're looking for.
Z-Z_0 = m (x-x_0) Sea t = x-x_0
Then
Now
h(5/3,-5/4)=10×(5/3)^2×(-5/4)-5×(5/3)^2-4×(-5/4)^2-(5/3)^4-2×(-5/4)^4
(x,y,z)=t(1,0,-2075/27)+(5/3,-5/4,-67,46)
Wording Clothfunny Baby
* In what follows, n is the number of their group.
* Let M be the remainder after dividing n by 2. Exercise your group is assigned to the M +1.
1. Given the role
h(x,y)=10x^2 y-nx^2-(n-1) y^2-x^4-2y^4
and the point P = ( a, b ) of your domain a = n / 3 and b = (-1) n n / 4. T is the trace of the graph z = h ( x, y ) with the plane x = a (if n is even) or the plane y = b (if n is odd .) Determine an equation of the tangent to the trace above. Illustrate graphically.
Solution:
h (x, y) = 10x ^ 2 and-nx ^ 2 - (n-1) y ^ 2-x ^ 4-2y ^ 4
with n = 5 , replacing n we have:
h (x, y) = 10x ^ 2-5x ^ 2-4y ^ 2-x ^ 4-2y ^ 4
Point = (a, b)
point = (5 / 3, -5 / 4)
now evaluate our function h (x, y) in point (a, b) , ie point (5 / 3, -5 / 4)
h (5 / 3, -5 / 4) = 10 × (5 / 3) ^ 2 × (-5 / 4) -5 × (5 / 3) ^ 2-4 × (-5 / 4) ^ 2 - (5 / 3) ^ 4-2 × (-5 / 4) ^ 4
h (5 / 3, -5 / 4) =- 67.46 = Z_0
Then the point evaluate is
(x, y, z) = (5 / 3, -5 / 4, -67.46)
h_x (x, y) = 20xy-10x-4x ^ 3
h_x (5 / 3, -5 / 4) = 20 × (5 / 3) × (-5 / 4) -10 × (5 / 3) -4 × 〖 (5 / 3) 〗 ^ 3
h_x (5 / 3, -5 / 4) =- 2075/27 = m
The plan as presented in (x, z) to observe the line in R ^ 2 , where we find the equation that represents our chart.
red line represents the line we're looking for.
Z-Z_0 = m (x-x_0) Sea t = x-x_0
Then
Now
h(5/3,-5/4)=10×(5/3)^2×(-5/4)-5×(5/3)^2-4×(-5/4)^2-(5/3)^4-2×(-5/4)^4
(x,y,z)=t(1,0,-2075/27)+(5/3,-5/4,-67,46)
Friday, August 21, 2009
Tex Capacity Exceeded, Sorry Stack Size=5000
Task Unit 1: Functions VV
1 .- Be n the number of their group. Given the role
z = g (x, y) = √ (x ^ 2 + ny ^ 2-n) + √ (nx ^ 2 + y ^ 2-n ^ 2)
a) Substitute the value of his group in the given function. Call z = g (x, y) the role of the group.
z = g (x, y) = √ (x ^ 2 +5 y ^ 2-5) + √ (5x ^ 2 + y ^ 2-5 ^ 2)
b) Determine algebraically Dom (g).
Dom (g) = {(x, y) ∈ R ^ 2 / x ^ 2 +5 y ^ 2 ≥ 5 ∩ 5x ^ 2 + y ^ 2 ≥ 25}, and that within the estate should be a real number greater than or equal to 0.
By intercepting both inequalities inequality is obtained that contains the other, therefore the general domain of the function is:
Dom (g) = {(x, y) ∈ R ^ 2 / 5x ^ 2 + y ^ 2 ≥ 25}
c) incorporate a graphic Dom (g) .
The Domain of the figure are all points Ellipse x ^ 2 / 5 + y ^ 2 / 25 = 1 and those around her (The blue).
x ^ 2 / 5 + y ^ 2 ≥ 1
x ^ 2 / 5 + y ^ 2 = 1 White Ellipse
x ^ 2 / 5 + y ^ 2 / 25 ≥ 1
2 .- Given the role z = h (x, y), whose graph of some contours in the " square " [-2.2] × [-2.2]
a) Calculate, approximately value:
assume for two different cases.
First case : h (1,1) = 16 (whichever is the representative of the intersection point on the graph)
n * h (-1, -1)-2n * h (1.1), n \u200b\u200b= 5
5 * (20) -10 * (16)
100-160 =- 60
second case : h (1.1) = x> 16; x ∈ R
n * h (-1, -1)-2n * h (1.1), n \u200b\u200b= 5
5 * (20) -10 * (x)
This value depends on the value of x, assuming that the curve has a height greater than 16, as there may be a higher level at the point in question.
n = 5;
n +0.5
5 +0.5
5.5 The graph shows the curve = 5.5 ( represented by the purple curve)
Tex Capacity Exceeded, Sorry Stack Size=5000
Task Unit 1: Functions VV
1 .- Be n the number of their group. Given the role
z = g (x, y) = √ (x ^ 2 + ny ^ 2-n) + √ (nx ^ 2 + y ^ 2-n ^ 2)
a) Substitute the value of his group in the given function. Call z = g (x, y) the role of the group.
z = g (x, y) = √ (x ^ 2 +5 y ^ 2-5) + √ (5x ^ 2 + y ^ 2-5 ^ 2)
b) Determine algebraically Dom (g).
Dom (g) = {(x, y) ∈ R ^ 2 / x ^ 2 +5 y ^ 2 ≥ 5 ∩ 5x ^ 2 + y ^ 2 ≥ 25}, and that within the estate should be a real number greater than or equal to 0.
By intercepting both inequalities inequality is obtained that contains the other, therefore the general domain of the function is:
Dom (g) = {(x, y) ∈ R ^ 2 / 5x ^ 2 + y ^ 2 ≥ 25}
c) incorporate a graphic Dom (g) .
The Domain of the figure are all points Ellipse x ^ 2 / 5 + y ^ 2 / 25 = 1 and those around her (The blue).
x ^ 2 / 5 + y ^ 2 ≥ 1
x ^ 2 / 5 + y ^ 2 = 1 White Ellipse
x ^ 2 / 5 + y ^ 2 / 25 ≥ 1
2 .- Given the role z = h (x, y), whose graph of some contours in the " square " [-2.2] × [-2.2]
a) Calculate, approximately value:
assume for two different cases.
First case : h (1,1) = 16 (whichever is the representative of the intersection point on the graph)
n * h (-1, -1)-2n * h (1.1), n \u200b\u200b= 5
5 * (20) -10 * (16)
100-160 =- 60
second case : h (1.1) = x> 16; x ∈ R
n * h (-1, -1)-2n * h (1.1), n \u200b\u200b= 5
5 * (20) -10 * (x)
This value depends on the value of x, assuming that the curve has a height greater than 16, as there may be a higher level at the point in question.
n = 5;
n +0.5
5 +0.5
5.5 The graph shows the curve = 5.5 ( represented by the purple curve)
Thursday, August 20, 2009
Pokemon Crystal Vba Files
The Collector of Lost Souls, Irene Grace
Title: The Collector of Lost Souls
Author: Irene Grace
A writer who goes to the inner world of his readers from the lyrical expressionism, with craft and genius. A refreshing read for its boundless imagination, the depth of his subjects and the qualities of his writing.
Download The Collector of Lost Souls, Irene Grace :
http://www.megaupload.com/?d=DNT9E4RL
Pokemon Crystal Vba Files
The Collector of Lost Souls, Irene Grace
Title: The Collector of Lost Souls
Author: Irene Grace
A writer who goes to the inner world of his readers from the lyrical expressionism, with craft and genius. A refreshing read for its boundless imagination, the depth of his subjects and the qualities of his writing.
Download The Collector of Lost Souls, Irene Grace :
http://www.megaupload.com/?d=DNT9E4RL
1500w Heater Trips Breaker
Stupid White Men, Michael Moore
Title: Stupid White Men
Author: Michael Moore
Download Stupid White Men:
http://www.megaupload.com/?d=399MS90M
1500w Heater Trips Breaker
Stupid White Men, Michael Moore
Title: Stupid White Men
Author: Michael Moore
Download Stupid White Men:
http://www.megaupload.com/?d=399MS90M
Ward Ap Biology Lab #8
Chronicle of a Death Foretold, Gabriel Garcia Marquez
Title: Chronicle of a Death Posted
Author: Gabriel Garcia Marquez
Download:
http://rapidshare.com/files/63596035/Gabriel_Garc_a_M_rquez_-_Cr_nica_de_una_muerte_anunciada.rar
Ward Ap Biology Lab #8
Chronicle of a Death Foretold, Gabriel Garcia Marquez
Title: Chronicle of a Death Posted
Author: Gabriel Garcia Marquez
Download:
http://rapidshare.com/files/63596035/Gabriel_Garc_a_M_rquez_-_Cr_nica_de_una_muerte_anunciada.rar
Friday, August 14, 2009
High Schools Fake Community Serv
Karen Riquelme Campos, Industrial Engineering. Donoso
Alvaro Paredes, Industrial Engineering.
Sergio González Reyes, Industrial Engineering. Andrea Medina Miranda
, Industrial Engineering.
High Schools Fake Community Serv
Karen Riquelme Campos, Industrial Engineering. Donoso
Alvaro Paredes, Industrial Engineering.
Sergio González Reyes, Industrial Engineering. Andrea Medina Miranda
, Industrial Engineering.
Tuesday, July 28, 2009
Afrin Burned My Throat
Teeth of the Tiger, Tom Clancy Title: The Teeth of the Tiger
Author: Tom Clancy
Tags: teeth, Tiger, Tom Clancy
Download Teeth of the Tiger, Tom Clancy :
http://rapidshare.com/files / 62140432/Clancy__Tom_-_Los_Dientes_del_Tigre_1.pdf