Evaluate (x+y-4z) dV where E = {(x, y, 2) | - 6< y S 0,0 < æ < y, 0 < z < x + y²} . Round your answer to four decimal places. Check Answer

Q: a. Around the point (1, 0), is ƒ(x, y) = x2( y + 1) more sensitive to changes in x or to changes in…

A:

Q: Sxe*dx Use integration by parts and simplify your answer. ex — хе* + C x + e* + C >>>> x - e* + C…

A:

Q: 49 x2 f(x, y) dy dx f(x, y) dx dy Jo 49 y2 Viewing Saved Work Revert to Last Response

A: Topic:- application of integration

Q: integral f y^2 e^5y dy

A:

Q: [+]。 + y² = 0 Ans:Order3 degree2, ordinary, non-linear d³y (4) +4 dx3

A: Given differential equation is d3ydx3 + 4dydx3 + y2 = 0

Q: y = asin(k(x – E %3D

A:

Q: olve the equation x y² dy = (5 x³ + y³) dx using Homogeneous method.

A:

Q: dy When reduced to a linear DE of order one in z, the Bernoulli's equation +y = = 3x?y? becomes (1…

A:

Q: Using z=(x+y)ey x=14t  y=1-t14  find dz/dt. I need explanation for each step done. Thank you so…

A:

Q: Using Monte Carlo, estimate the value of e*y dx dy. 0.

A: Given that, ∫01∫01exydxdy By the monte carlo formula, ∫01∫01exydxdy=∫01exyy01dy=∫01eyy-1ydy

Q: using homogeneous d.e approach, solve (x^3-3xy^2)dx= (y^3-3x^2y)dy

A:

Q: Consider I = (2x – 1) dx with b > 0. If R21 = 2 then the value of b is: O 2 O 1 O 0.5 O 1.5

A: Given integral is, I=∫0b2x-1dx Now, integrating the given integral, I=2x22-x0bI=x2-x0bI=b2-b

Q: sy using Euler's Method, approximate y (1.6), f = 2x ,y(1.05) = 1.1 and the step ize (h = 0.05). %3D

A: According to Euler's method, the formula for iteration is: Here, h is the step size and f(x,y) is…

Q: A student with a third floor dormitory window 32 feet off the ground tosses a water balloon straight…

A: av(t) = (-32t+16) feet/secInitial distance = s0 = 32Now, vt = dstdt⇒st = ∫vt dt          =…

Q: У(x? — у? + 1)ӑх -x(x? — у? - 1)dy %3D0

A: The given equation is yx2-y2+1dx-xx2-y2-1dy=0 Compare with Mdx+Ndy=0 to get: M=yx2-y2+1 and…

Q: The dimensions x and y of an object are related to its volume V by the formula V = 6x°y. dV related…

A:

Q: Test for exactness (2ysinxcosx - y + 2y?ey )dx = (x - sin?x - 4xye*y )dy %3D solve exact de,…

A: First we have to check exactness then we solve the differential equation.

Q: (b) Using Runge-Kutta forth order method, find y for x = 0.1 and x = 0.2 of the initial value ODE =…

A:

Q: In(y²) dy 3y

A: Given- To do- Evaluate the integral by substitution method.

Q: H.W solve by picard method (up to third approtination) c =X+y² y (0)=0 Find y (0-1)? dx aus/ "Y3…

A: Picard Iteration method :  yn(x)=y0+∫0xf[t,yn−1(t)]dt here we have f[x, y]=x+y2

Q: 95. The Michaelis-Menten equation for the enzyme chymotrypsin is 0.14[S] v = 0.015 + [S] where v is…

A: The derivative of the term:

Q: The dimensions x and y of an object are related to its volume V by the formula V = 11x²y. dV a. How…

A:

Q: otain the solution using Integrating Factors y(y+2x-2)dx - 2(x +y)dy = 0 %3D

A:

Q: 1. (12 –2ry+6x)cdx- (r² -2xy+ 2)dv= 0 |

A: First check exactness then solve

Q: Find the differential dy of the given function. (Use "dx" for dx.) y = 9x2 − 3   dy=?

A: The given expression y=9x2-3 Differentiate both sides with respect to x dydx=d9x2-3dx     =9dx2dx-0…

Q: Identify the equation as linear or nonlinear. Give the order. dy + y. 1 dr dz O 2nd order O…

A:

Q: e dx (1) S. 1-e2x (integration by substiution)

A:

Q: Test for exactness and determine the particular solution of: (yexy – 2y³)dx+ (xexy – 6xy2 – 2y)dy =…

A: As per our guidelines, we are supposed to solve only first question. Kindly repost other question as…

Q: Evaluate xe-2a dx {Hint: Integration by parts} Oe-2r (플 + 1) + C O-e-20 (플-1) +C O-e-a (블 + 4)+ C…

A:

Q: Consider I = (2x – 1) dx with b > 0. If R21 = 2 then the value of b is: O 1.5 O 2 1 0.5

A:

Q: (a + y – 32) dV where E = {(x, y, z) | – 4 < y < 0,0 < a < y, 0 < z < a + y'} · Evaluate Round your…

A: Here we find out volume using triple integration.

Q: e-t = (1) dt, x E R. -I

A: It is given that σ(x)=1π∫-xx e-t2dt For part (a) We have to prove that ∫ab e-t2dt=π2σ(b)-σ(a) For…

Q: Let y 3x². Find the change in y, Ay when x = = 4 and Ax = : 0.2 Comm Find the differential dy when x…

A: We have to solve given Questions.

Q: dy You need not expand your answer. dx Calculate y = 3.9 + (x² + 1) 3.9 dy dx Need Help? Read It

A:

Q: Exam /Math dy QI/ Find dx 1. if y = u and u = 4x2 – 2x + 5. 2. y = (x² + 4)²(2x³ – 1)3 -

A:

Q: How do you solve.  The question is... Assuming x and y are functions of t.  What is dy/dx for each?…

A: Given information:The given function is 2xy – 5x + 3y3 = –51.Both x and y are functions are t.The…

Q: dy 1 y? +y 3

A: We have to integrate.

Q: 5.Integrating factor by Formula 2 (2y? + 5xy – 2y + 4) dx + x (2x + 2y – 1) dy = 0

A:

Q: 2xz dV where E = {(x, y, z) | 2 < x < 5, x < y < 2x, 0 < z < x + 3y} . Evaluate Round your answer to…

A: Given  E=x,y,z:2≤x≤5,x≤y≤2x,0&lt;z&lt;x+3y To evaluate : ∭E2xzdV

Q: dy = f(x, y) = x' + y', y(1) = 5 %3D dx 39- find y(3) value by euler method, take step size; h= 1.…

A:

Q: (12x y + 10x'y)dx + (9x'y- bx y )dy 0 becomes exact by integrating factor H(x, y) = xy. Find the…

A:

Q: Check the DE if it is exact or not then solve it. (If it is not exact use the method by using…

A:

Q: Sova (36° – #²) (1 – r°V3) v36² x2 dx - - BI - E E E P

A:

Q: Bt e' dt e integration by parts formula so tha 8te'+ [(ste ) « 8e Be') dt ete - [(8c") at

A: The integral is given as , ∫8 tet dt. Solving by integration by parts,  Apply the formula for…

Q: dN = 47(- N MV² -)dv 2RT M -)3/2v² exp(- 2 TRT F(V)dV : where dN, the number of particles having a…

A: Given: FVdV=4πM2πRT32V2e(MV22RT)dV Obtain: &lt;V2&gt;=∫0∞V2fVdV Compute the integral with…

Q: MV² dN F(V)dV = M 47(- 2 TRT -3/2 v? exp(- -)dv N 2RT Where dN, the number of particles having a…

A: Given: FVdV=dNN=4πM2πRT32V2e(MV22RT)dV Compute: V2=∫0∞V2FVdV…

Q: Sove the differential equathons (x+ 2y -1) dx-(2x+y-5) dy =

A: Homogeneous equation to reducible form :                dydx=ax+by+ca'x+by'+c', provided ,…

Q: (e) P(0 < X < 3) = (i) 0 (i) 을 (ii) 유 (iv) 1 Why integrate from 2 to 3 and not 0 to 3?

A:

Contingency Table

A contingency table can be defined as the visual representation of the relationship between two or more categorical variables that can be evaluated and registered. It is a categorical version of the scatterplot, which is used to investigate the linear relationship between two variables. A contingency table is indeed a type of frequency distribution table that displays two variables at the same time.

Binomial Distribution

Binomial is an algebraic expression of the sum or the difference of two terms. Before knowing about binomial distribution, we must know about the binomial theorem.