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Isfahan University of Technology
MATH
MATH MTH 234
MATH MTH 234
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MATH MTH 234 Engineering Mat
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Isfahan University of Technology (دانشگاه صنعتی اصفهان)
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Hosseini
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Engineering Mat
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1 pages
Homework_1
Isfahan University of Technology
Engineering Mat
MATH MTH 234  Winter 2014
. )( < x < x = )f (x <x <x )( )( ) + (n . =n . )( < x < f (x) = x x
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1 pages
Homework_08
Isfahan University of Technology
Engineering Mat
MATH MTH 234  Winter 2014
+ iz . z zi ) ( + i a + ib. . )( ) ( + i +i )( a + ib . .Im
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3 pages
Homework_3
Isfahan University of Technology
Engineering Mat
MATH MTH 234  Winter 2014
. )(  < xy + xy + y = , < x = )(y = )( y )( = ) f (x . . rb = urr + ur + u r r , = )u(r, ) = u(r, , = )u(b, , = )u(, .
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1 pages
Homework_10
Isfahan University of Technology
Engineering Mat
MATH MTH 234  Winter 2014
z + z . +z . = ) T (z zi . > y > x z+i . = )T (z
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1 pages
Homework_4
Isfahan University of Technology
Engineering Mat
MATH MTH 234  Winter 2014
. x , t = uxx (t + )ut = ) u(, t = ) u(, t u(x, ) = x . : < < x < , < y <x< = uxx + uyy = ) ,u(x, ) = uy (x = )u(, y <y <y ( ) ) ( y
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66 pages
First_Part_2
Isfahan University of Technology
Engineering Mat
MATH MTH 234  Winter 2014
) ( ) ( ) pc(a, b ] [a, b. f g ] [a, b f g
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1 pages
Homework_13
Isfahan University of Technology
Engineering Mat
MATH MTH 234  Winter 2014
. z+i z Ln dz ) (z z /=z Ln . . ) f (z ) Ln( z = )f (z )z(z i)(tan z i Ln f f (z) dz =z
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1 pages
Homework_11
Isfahan University of Technology
Engineering Mat
MATH MTH 234  Winter 2014
. f (z) = u + iv = )( f = )( f .u(x, y) = x cos x cosh y + y sin x sinh y ) f (z . . ) ( ( ) + ln z z = )f (z ) + (z + i)(ez
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1 pages
Homework_12
Isfahan University of Technology
Engineering Mat
MATH MTH 234  Winter 2014
. )Ln(i z dz z C C = y x + y. . z Rez dz C ( C : AB 1,1 B 2 A O
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Engineering Mat
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Second order differential equation. I want to convert this second order diff equ to a set of two first order. d^2thata/dt^2 +(g/L)sin(theta) = 0,
1. Homer’s Pizza is advertising the following deal: • 3 pizzas, up to 4 toppings each, 10 toppings to choose from • 3 soft drinks, 5 varieties to choose
Algebra and logic assignment: expert needed in these areas. Someone very familar and sound with the proposition and predicate calculus and rings and fields. I
Failure to include the null and alternative hypothesis when conclusions are drawn on rejecting or failing to reject the null hypothesis will result in zero (0)
Hi, how much do you need if I ask you to complete the whole assignment or half of it? (P.s you did one question wrong last time:P but I fixed it. )
I am having a hard time interpreting the data in regards to the homework assignment (module 5 problem set). I have enclosed module 5 problem set assignment and
1. True or False. Justify for full credit. (25 pts)(a) If all the observations in a data set are identical, then the variance for this data set iszero.(b) If
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