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![[ f(x) dx = f(0) + f(2)=4 ( Trapezoidal) +44(1)+ f(2)] = 2. (simpons - rule) 3 [4fad+f0) + f(2)= f[4f0) +4)=2 4 f(1) = 2-4/3](http://img.homeworklib.com/questions/101163b0-4efe-11eb-9418-8d1ccccc77cd.png?x-oss-process=image/resize,w_560)
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Math 421, H. W./ S 4.1, S 4.3 6....
this is numerical analysis please do a and b 3. Consider the trapezoidal rule (T) and...
this is numerical analysis please do a and b
3. Consider the trapezoidal rule (T) and Simpson's rule (S) for approximating the integral of a relatively smooth function f on an interval (a, b), for which the following error local estimates are known to hold: (6 - a)"}" (n), for some 7 € (a, b), 12 [ f(z)de –T(S) = [ f(a)der – 5(8) = f(), for some 5 € (a, b), where 8 = (b -a)/2. (a) Given a...
1. Numerical Integration The integral of a function f(x) for a s x S b can be interpreted as the ...
1. Numerical Integration The integral of a function f(x) for a s x S b can be interpreted as the area between the f(x) curve and the x axis, bounded by the limits x- a and x b. If we denote this area by A, then we can write A as A-f(x)dx A sophisticated method to find the area under a curve is to split the area into trapezoidal elements. Each trapezoid is called a panel. 1.2 0.2 1.2 13...
please can you solve these qustion of numerical analysis [Q1] The data below are the electricity...
please can you solve these qustion of numerical analysis
[Q1] The data below are the electricity consumptions in kilowatt-hours per month from ten houses and the areas in square feet of those houses: Home Size KW Hrs/Mnth 1290 1182 1350 1172 1470 1264 1600 1493 1710 1571 1840 1711 1980 1804 2230 1840 2400 1956 2930 1954 1- Obtain second order polynomial expression for variation of KW Hrs/Mnth with Home size. 2- Calculate the approximate KW Hrs/Mnth for Home size...
Real analysis. Please solve all questions thank you 1. Let h be a positive real number,...
Real analysis. Please solve all questions
thank you
1. Let h be a positive real number, a <c< d < b and let Sh c< x <d, J() = 1 0 r < c, x > d (a) Using the definition only, find ſº f(x)dx. In fact, given e > 0, you should find an explicit d > 0) which works in the definition. (b) For a given partition P of [a, b], find a good upper bound on S(P)...
can you please answer all of them please need it for a review F(x y, z)...
can you please answer all of them please need it for a
review
F(x y, z) = 6x over the rectangular solid in the first octant bounded by the coordinate planes and the planes X-9, y-3, 2-S 27 1458 162 243 Find the center of mass of a thin triangular plate bounded by the coordinate axes and the line x + y = 4 if o(x, y) = x + y. 5 5 -3.73 . Oz Find the center of...
linear algebra and complex analysis variables please solve this problem quickly 1+i 1. Write in standard...
linear algebra and complex analysis variables
please solve this problem quickly
1+i 1. Write in standard form x+yi. 2. Find the modulus and principal argument of z = 2 + 2/3 i and use it to show z' = -218 3. Give geometrical description of the set {z:2z-il 4} 4. Find the principal argument Arg(z) when a) z = -2-21 b) z=(V3 – )6 5. Find three cubic root of i. 6. Show that f(z) = |z|2 is differentiable at...
can you please sove them i need it for a review please x = Su, y=6v,...
can you please sove them i need it for a review please
x = Su, y=6v, z = 4w; SS S 22 dx dy dz, R where R is the interior of the ellipsoid v2 22 36 16 384 5" 4871 6411 256 5 F(x, y, z) = 6x over the rectangular solid in the first octant bounded by the coordinate planes and the planes x = 9, y-3, 2-8 27 1458 162 243 Find the center of mass of...
can you please solve all the questions 4 a) Find fx) dx using the Left-hand Sum....
can you please solve all the questions
4 a) Find fx) dx using the Left-hand Sum. ONote ar is not 2 1 consta) fx) 5.75 9.5 12 14 b) Sketch the rectangles used to evaluste the definite integral in a) 10 Evaluate the definite integral using the Right-hand Sum e) fn The regions A. B, and C in the figure above are bounded by the graph of the function fand the a-axis If the area of each 5. region is...
Can you solve it with matlab and derive u^h(x) that is approximate solution ? PART B:...
Can you solve it with matlab and derive u^h(x) that is
approximate solution ?
PART B: (70 PTS to the loading caused by gravity, a linearly value at the free end and fmaz at the top, where the dimensions length. and mass density, ? nsider a rod suspended from one end with gravity directed downwards. In addition ing load is applied as shown, with zero of fmar are force per unit The rod has constant cross-sectional area A, modulus of...
can you do all the problems please ? 119 Part (6) Enter an expression for the...
can
you do all the problems please ?
119 Part (6) Enter an expression for the net force in the horizontal direction. F. Your expression may include the normal force, FN, the applied force, F. the angle of the applied force above the horizontal, 0, and appropriate coefficients of friction. The friction coefficients are HR and 1196 Part (0) Enter an expression for the net force in the vertical direction. Your expression may include the mass, m addeleration due gravity.g,...
this is numerical analysis please do a and b
3. Consider the trapezoidal rule (T) and Simpson's rule (S) for approximating the integral of a relatively smooth function f on an interval (a, b), for which the following error local estimates are known to hold: (6 - a)"}" (n), for some 7 € (a, b), 12 [ f(z)de –T(S) = [ f(a)der – 5(8) = f(), for some 5 € (a, b), where 8 = (b -a)/2. (a) Given a...
1. Numerical Integration The integral of a function f(x) for a s x S b can be interpreted as the area between the f(x) curve and the x axis, bounded by the limits x- a and x b. If we denote this area by A, then we can write A as A-f(x)dx A sophisticated method to find the area under a curve is to split the area into trapezoidal elements. Each trapezoid is called a panel. 1.2 0.2 1.2 13...
please can you solve these qustion of numerical analysis
[Q1] The data below are the electricity consumptions in kilowatt-hours per month from ten houses and the areas in square feet of those houses: Home Size KW Hrs/Mnth 1290 1182 1350 1172 1470 1264 1600 1493 1710 1571 1840 1711 1980 1804 2230 1840 2400 1956 2930 1954 1- Obtain second order polynomial expression for variation of KW Hrs/Mnth with Home size. 2- Calculate the approximate KW Hrs/Mnth for Home size...
Real analysis. Please solve all questions
thank you
1. Let h be a positive real number, a <c< d < b and let Sh c< x <d, J() = 1 0 r < c, x > d (a) Using the definition only, find ſº f(x)dx. In fact, given e > 0, you should find an explicit d > 0) which works in the definition. (b) For a given partition P of [a, b], find a good upper bound on S(P)...
can you please answer all of them please need it for a
review
F(x y, z) = 6x over the rectangular solid in the first octant bounded by the coordinate planes and the planes X-9, y-3, 2-S 27 1458 162 243 Find the center of mass of a thin triangular plate bounded by the coordinate axes and the line x + y = 4 if o(x, y) = x + y. 5 5 -3.73 . Oz Find the center of...
linear algebra and complex analysis variables
please solve this problem quickly
1+i 1. Write in standard form x+yi. 2. Find the modulus and principal argument of z = 2 + 2/3 i and use it to show z' = -218 3. Give geometrical description of the set {z:2z-il 4} 4. Find the principal argument Arg(z) when a) z = -2-21 b) z=(V3 – )6 5. Find three cubic root of i. 6. Show that f(z) = |z|2 is differentiable at...
can you please sove them i need it for a review please
x = Su, y=6v, z = 4w; SS S 22 dx dy dz, R where R is the interior of the ellipsoid v2 22 36 16 384 5" 4871 6411 256 5 F(x, y, z) = 6x over the rectangular solid in the first octant bounded by the coordinate planes and the planes x = 9, y-3, 2-8 27 1458 162 243 Find the center of mass of...
can you please solve all the questions
4 a) Find fx) dx using the Left-hand Sum. ONote ar is not 2 1 consta) fx) 5.75 9.5 12 14 b) Sketch the rectangles used to evaluste the definite integral in a) 10 Evaluate the definite integral using the Right-hand Sum e) fn The regions A. B, and C in the figure above are bounded by the graph of the function fand the a-axis If the area of each 5. region is...
Can you solve it with matlab and derive u^h(x) that is
approximate solution ?
PART B: (70 PTS to the loading caused by gravity, a linearly value at the free end and fmaz at the top, where the dimensions length. and mass density, ? nsider a rod suspended from one end with gravity directed downwards. In addition ing load is applied as shown, with zero of fmar are force per unit The rod has constant cross-sectional area A, modulus of...
can
you do all the problems please ?
119 Part (6) Enter an expression for the net force in the horizontal direction. F. Your expression may include the normal force, FN, the applied force, F. the angle of the applied force above the horizontal, 0, and appropriate coefficients of friction. The friction coefficients are HR and 1196 Part (0) Enter an expression for the net force in the vertical direction. Your expression may include the mass, m addeleration due gravity.g,...
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