3. Given: J is the incenter of a ABC , JD=6, JE = 2x-4, and mZACB = 34. %3D %3D A C F

Q: Find x and y. BE = 6y - AE= 3x - 2, and AC= 8x - 22, DE = 4y - 4, %3D %3D %3D 20. B C A

A:

Q: %3D How far is the point (-2,-3) to the line with the equation, 5x 12y? 46 /13 O2/13 O 2 01/2

A: We will find the distance.

Q: -3 -2 -1 0. 1. 2 3. graph for y 4-3(x + 2). y 12 10

A: In this we have to solve for y and make a graph of straight line. So I'm providing hand written…

Q: . Evaluate JVy³ + 1 dydx

A: Given,          ∫01∫x1y3+1dydx

Q: 3. бу?dx — x(2х3 + у)dy %3D 0

A:

Q: The distance from the point S(1,1,0) to the line 3t, z = 2 - t is -T = 1- 2t, y = %3D |3D اخترأحد…

A: Givne that  The point S(1,1,0) line x=1-2t,y=3t,z=2-t To find distance from the point to the line

Q: د؟ لر ول 3 y3 Xe dydx

A: We have to integrate the function fx, y=x3ey3 within the given limits of integration but the…

Q: -10x Given an equation x3 – y3 = 5, show that y" %3D y5

A: We will show the given statement.

Q: both of the composition, x > 2 y = Vx+ – 4x + 10

A:

Q: x=-2 2. x+3y=D4

A: hello greetings from bartelby.i am here to help you

Q: then show that dz+z = % dy e te

A: Given:z=ex+yex+eyDifferentiation formula:ddxuv=v.dudx-u.dvdxv2

Q: Calculate (2x+3y+z)dV where = [1,2] x [-1,1] × [0,1] A. 0 B. 1 C. 4 D. 7

A:

Q: ac %D Əx ac %D ду

A:

Q: find 5x² then find dy in terms of x and y. X If 3y - xy = 5x² then

A:

Q: 4. (x? — у?)dx — 2хydy %3D 0

A:

Q: Paragraph 12) S, dx Sx+7

A:

Q: dzy dy +y

A: Given differential equation is : d2ydx2+dydx+y=0 The given equation can be written as , D2+D+1=0

Q: 7. If mBC= (9x - 53)' and mCD = (2r + 45)", find mBAD.

A: As per the company policy i can answer only first question for you,more than that leads me towards…

Q: ,5. For y = 3x° - 9x° + 2x, find dx %3D dx 5

A:

Q: dz Find if z = 16x5 – 18x³y3 + 9y – 4. %3D ay az %3D ду

A:

Q: T= tan (x+2y+ 3Z) %3D Find: Txx XX Tx Txy Ty Tyy Tyx Tz Tzz Tzx T zy

A:

Q: fip da + y? = ry (Bernoulli DE) %3D

A:

Q: Evaluate. Vx dx 6 76 X, dx =| 76 X (Use C as the arbitrary constant.)

A:

Q: by haplace ensfora y(1.5)=4 y (.5)=5 Solre IVPS 2€ -3 y+3y-4y %3D

A: The objective is to solve the given initial value problem: y''+3y'−4y=6e2t−3   y1.5=4,y'1.5=5

Q: Integration. Evaluate the following

A: Given that: 1. ∫x2x3+7x-5x+10dx2. ∫y2+6y-3dy

Q: 2. Find the second-order derives: I. M = (4x + 6y)6 II. Z = 12x2 + 4xy - 9y2.

A: Given