14f -16g4h200a -24b -44c -39d 8e44i 3j40a 250b -50c 2d 14e -22f 23g 18h -23i 45j5a -40b 180c -23d Oe 43f -2g -6h -47i 11j-45a-49b 24c 220d -11e 24f -20g -13h 16i -5j =40a 13b 6c -42d 285e 38f 50g -26h 8i 46j-2a -46b 25c 35d 35e 300f 38g -9h-49a 46b -25c -42d -9e -49f 330g -46h -27i33f -20g 210h 31i37f -11g 44h 290i 19j35f 32g -35h 27i 360j18i45j16j24j =-24a -30b -20c -7d 12e40a -42b 48c -26d -5e34a 2b 37c 50d 49e====SOLVE THE FOLLOWING IN1029 MS EXCEL1700USING JACOBI METHOD1129-1795622= 4515==17738952023=SOLVE a, b, c, d, e, f, g, h, i, and jDO NOT ROUND OFFITERATE UP TO 20 ITERATIONS

As per the question we are given a system of linear equations in variables : a, b, c, d, e, f, g, h,…

Answered: 200a -24b -44c -39d 8e 14f -16g 4h 44i…

Algebra & Trigonometry with Analytic Geometry

13th Edition

ISBN:9781133382119

Author:Swokowski

Publisher:Swokowski

Chapter9: Systems Of Equations And Inequalities

Section: Chapter Questions

Problem 31RE

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XY = 11d, YZ = 9d - 2, XZ = 5d + 28 XY = 4n + 3, YZ = 2n - 7, XZ = 20 XY = 3a - 4, YZ = 6a + 2, XZ = 5a + 22 XY = 3k - 2, YZ = 7k + 4, XZ = 4k + 38 XY = 4x, YZ = x, and XZ = 25 XY = 4x, YZ = 3x, and XZ = 42
1a.) 0x**3 + 9x**3 1b.) 4X**3 - 9x**5 1c.) (3x + 1x**3) + 2(9x**3 +(-3x)) 1d.) (4r**7)/(4r**8) 1e.) 6(x**2)9(t**3)4(x**4) + (4r**3)/2r 1f.) 4(3t**2)2(y**2) - 5y**3/y**0 1g) ((90r**2)(2r**4))(-2r**4)
1. Simplify: a. 3x2y3 / x3y4 b. 5x2y3z2 / 2xy3z c. 14x3y2z5 / 7x2y24 d. (-6xy3) / 3x2z3 2. Simplify: a. (-8x3y2) / -2x)4 b. (-12x2y3) / (3xy2)3 c. 28x3z2 / (-4x3 y2 z2) d. (-3x2y2)3 / (2xy3z)3
1. (D^5-6D^4+10D^3+12D^2-59D+42)y=0 2. 4D^4y-44D^{3y}+71D^2y-94Dy+42y=0 3. 9y^7-48y^6+61y^5+62^4-152y'''+16y''+80y'-32y=0 4. (picture)
Solve: yv + 10yiv + 53y''' + 124y'' + 100y' = 0 a. y = C1e3xcos4x + C2e3xsin4x + C3e-2x + C4xe-2x + C5 b. y = C1e-3xcos4x + C2e-3xsin4x + C3e-2x + C4xe-2x + C5 c. y = C1e-3xcos4x + C2e-3xsin4x + C3e2x + C4xe2x + C5 d. y = C1e3xcos4x + C2e3xsin4x + C3e2x + C4xe2x + C5
find the value of the variables 4/5a = -20-2b = 6 -9b = 242 = 6k 5 = 10k -16 = -4k-3b = -9 -9=e/3 5=-e/32p + 5 = 13 3p - 5 = 13 4p + 2 = 2260 = 6t + 12. 12 = 3r - 9…
Gauss Jordan Elimination 3x + 4y + 2z = 1x + 2y + 3z = 42x + 3y + z = 4
An economy produces quinoa (good 1), coconut oil (good 2) and sesame seed (good 3). The production of one unit of quinoa requires 0.2 unit of quinoa, 0.4 unit of coconut oil and 0 unit of sesame seed. The production of one unit of coconut oil requires 0 unit of quinoa, 0.4 unit of coconut oil and 0.5 unit of sesame seed. The production of one unit of sesame seed requires 0.8 units of quinoa, 0.1 unit of coconut oil and 0.5 unit of sesame seed. We want to find the production schedule that meets an external demand of 5 units of quinoa, 10 units of coconut oil and 20 units of sesame seed. This problem can be solved by reducing which augmented matrix?
@ §+2y +3y=27x (@ Y4y=6sinm @ '+ 4y 44y =18 coshix)
Eli Daisy uses chemicals 1 and 2 to produce two drugs.Drug 1 must be at least 70% chemical 1, and drug 2 mustbe at least 60% chemical 2. Up to 40 oz of drug 1 can besold at $6 per oz; up to 30 oz of drug 2 can be sold at $5per oz. Up to 45 oz of chemical 1 can be purchased at $6per oz, and up to 40 oz of chemical 2 can be purchased at$4 per oz. Formulate an LP that can be used to maximizeDaisy’s profits.
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