Q: dx , if we let u =V 25 – x² , then udu = - xdx. (A True B False
A: Given query is to find statement is true or false.
Q: 1 [ u(vū+ vu) du = 0.
A:
Q: E. If T:(x, y) -→ (x + 2, y), then T²:(x, y) → (_²_, _?_).
A: Given: Tx,y→x+2, y To determine: T2x,y→?,?
Q: y(u² + 2)du + (u + u)dy = 0 %3D Ou'y? = C(u² – 1) Ou²y* = C(u² – 1) Ou²y* = C(u² + 1) Ou'y? = C(u² +…
A:
Q: d'u = (1+3xyz+x*y°=²)e² dxdydz xyz If u = e-,show that 1+ 3xyz + x y:
A:
Q: Use Cramer's rule to solve for y without solving for x, z, and w. y + 5x + 3y 5х + z + w = -7 z + =…
A: Given:
Q: If u = a + j13 and v = -11 – jb, calculate Im(u + v).
A: Add the two complex numbers then write the imaginary part.
Q: dt, then for a2 0,ƒ 9. If f(7) = J. Je +1
A: We have to find the derivative of the function.
Q: c) Sinh3u = Sinh'u + 3Cosh'u.Sinhu = 3Sinhu + 4Sinh'u d) Sinh'u- Sinh'v Cosh'u-Cosh'v
A: We have to show that the following results
Q: (d) u =-,v = xy, = a' ху, 21
A: Consider the given information. (d) Consider the given values. u=12-12x2v=xy The equation of the…
Q: State fuo oer femnme egual JF.T ds gimn fow line into f.T ds givern that
A: In this question we have to find two other form of line integral.
Q: 3) u = y f( ise XU, + yu, t zu. = ?
A:
Q: 2. S → (T → U) U → -U (V → S) ^ (W → T) .. V → ~W
A:
Q: 5 Jlgu ntinuity equation satisfied by u= 3x^2-2y^2, v=-6xy IO 4xy+y?, v= 6xy+ 3y .II O U = u=x-4y,…
A: We have to solve given problem:
Q: 2 =x* x*y, x = s + 2t - u, y = stu; when s = 4, t = 1, u = 2 as' at' du az du
A:
Q: ( Deterauine fiie value of x So fhct e will be parallel to live m. CRefer to Test#2 Problams #13 3/4…
A:
Q: If a particle moves on a line according to the law s = t§ + 2t³, then the number of times it…
A:
Q: a2u a2u 2y дхду a²u )Find du where ax - - axây' ay? u = x3 - 2x2 + 2y3 – 6xy + y ax2
A:
Q: x then ux is XX If u = V y %3D
A:
Q: J = [sen² (4) cos² (4)dy. When applying variable change u= cos , J is equivalent to: O a) fu² (1-²)…
A: Given, u=cosφ du=-sinφdφ -du=sinφdφ
Q: Use Cramer's rule to solve for y without solving for x, z, and w. 4x + y w = 3 5x + 2y 4 4x 2 y 5z +…
A:
Q: In Exercises 19–22, r(t) is the position of a particle in space at time t. Find the angle between…
A: Consider the first part: Consider the following position vector: rt=3t+1i^+3tj^+t2k^ Differentiate…
Q: U + 2ru, =0 IER, t> 0, u(x,0) =e=.
A: Note: As per bartleby instruction when more then one question is given only one has to be answered.…
Q: (b) Hạ: u < HO,n = 30, t = 2.431 = 0.011 P-value %3D
A: Given : Ha : u < uo n = 30 t = 2.431
Q: s for : (x,y)-->(1.5x,1.5y)
A: The given transformation is x,y→ 1.5x,1.5y
Q: Find when r = 2 and s = 0, if: as z = xy² – x – y x = y = ers 1+s
A: Here given that z=xy2-x-y, x=r1+s,y=ers So, ∂z∂s=∂z∂x∂x∂s+∂z∂y∂y∂s =y2-1-r(1+s)2+2xy-1ersr
Q: This question is from partial differential equation please sir g give me answer immediately
A:
Q: 2+i Evaluate (2x+1+iy)dz along (1-i) to (2+i) 1-i
A:
Q: Find SV. T. 15 30 R U 16 V SV %3D Submit
A:
Q: Let u (41, U2, Uz). Explain why u•u > 0. When is u•u 0?
A:
Q: a2u 1 du 1 a?u = 0, ar? r dr (r,0) = 0, u(r,t)= 0, 0 <rsland u(1,0) = 0 pour 0ses %3D
A: Given, ∂2u∂r2+1r∂u∂r+1r2∂2u∂θ2=0 (1)with u(r,0)=0,…
Q: If |z-8 <, and ly-히 < , then a - y < 1. 2'
A:
Q: O Civen w (2-31, XL-4,9),Y(S,y) and z(-1,1) find the Value so that ux LYZ
A:
Q: A - (B U C) = %3D (А - B) U (A — С) (A – B) U C Option 1 Option 4 (А- В - С) (A – B) n (A – C)
A: given , A-(B∪C) WE HAVE TO FIND EQUIVELENT TO IT FROM GIVEN FOUR OPTION
Q: (3) = 2 u + U, =D2 at ucx, t) fipdy ing the following initial condition : - -3X U(x,0) = 6e
A:
Q: 49 Vã.) х dx х. Let u = х — 9 36
A: Given:
Q: 7. If u = a +j13 and v = -11 – jb, calculate Im(u + v).
A: Z =A+jB Then ReZ =A ImZ = B
Q: 2 If V) 3 ли?h +- л , where h %3Dh() and r e R, then V'(1) is A. 2ærh -r'(1) + Tr² · h'(1) +27r² ·…
A:
Q: If u = ex+₂y+azz, Show that d² u əx² + where a₁, a2, as are constants and a² + a² + a² = 1. J² u 8²…
A:
Q: 5z g(x) = J. u + 4 du 7z u? +1 = (x),6 HINT: 5z u + 4 du u + 4 u + 4 du -du + u? +1 /7z u² +1 u? +1…
A:
Q: If u = a+j13 and v = -11- jb, calculate Im(u + v).
A: u = a + j13, v = -11 -jb
Q: 10. If z = 2 i, find z6. 2 A. i В. —i С. 1 D. –1 6 cis 90° 11. If z = find |7]. 2 cis 45° А. 4 В. 2…
A:
Q: Find ax ay2' axôy and дудх f(x, y) = x®y4 – ay? дхду дудх Evaluate them all at (1, -1) if possible.…
A:
Q: 3 and ajj = i. j. Th
A:
Q: Azy'dz dy- 2y (y- 1)dy select one: O True O False
A:
Q: (:)--] (b) L: R² → R* defined by L()-" -u2 (a) L: R2 → R² defined by L U2 uj + ku2 U2 u2 (c) L: R3 →…
A: We have to find the standard matrix representing each given linear transformation.
Q: O eiz dz < z2 – i e2 , 3 - z(t) = 2e", t e [0,27]. true False
A:
Q: Ion 41 Let A = (m, n) and B = (x, y). If A and B lie in on horizontal line and B is to the right of…
A: We will solve the problem using figure.
Q: - gt V Xu u = (1,3,-3) , v = (4,0,2) e l
A: The given vectors are: u=(1, 3, -3)v=(4, 0, 2)
PROVING
Step by step
Solved in 2 steps
- At time 0, M is deposited into Fund X, which accumulates at a force of interest δt = 0.006t2(0.006 t square). At time m, 2M is deposited into Fund Y, which accumulates at an annual effective rate of 10%. At time n, where ? > ?, the accumulated value of each fund is 4M. Determine m.Find genral and particular solutionUse variation of parameters to find the general solution of the ODE.
- Prove the identity. cosh(x+y) = cosh x cosh y +cosh x cosh yWith reference to the attached scenario: The 100 meter diameter wheel needs to be designed so that it rotates at a constant rate and every complete revolution takes 15 minutes. The wheel has been installed in a vertical plane and the lowest seat is 2m above the ground surface. Each ride consists of only one full rotation. 1) Using calculus, determine what the maximum horizontal and vertical speeds of the rider would be and at which points during the ride they occur. 2)State expressions for the acceleration of the rider in both horizontal and vertical directions and show that the resultant acceleration experienced by the rider is independent of where on the ride he/she might be.Please I need the solution on how it is divergent