3dy dx3 +5ª²y _ 2 dy = 0 dx2 dx

Q: (2x + 3y - 1) dx - 4 ( x + 1) dy = 0

A: Explained below

Q: (х+ siny)dx+ (хcosy— 2y)dy 3D0

A:

Q: Ssin" x 14 x cos' x dx Integrate:

A: Given,        ∫sin14xcos5xdx

Q: Compute dy / dx and d2y / dx2              x 2 - 4y 2 = 8

A: The differentiation is a process of finding the rate of change of one variable with respect to…

Q: d- . -x e-(x² +y²) dy dx -(x²+y²) dy dx

A: We can answer one question as per the honor policy. Please resubmit other question as well to know…

Q: Integrate by Substitution. 1. dx where u = Vx+2 2Vx+2

A: By using substitution method, we calculate the given integral.

Q: x² Differentiate Y = (음) %3D x²-5 dy %3D dx

A:

Q: Apply the application for integration dy/dx=2x+3 y(1)=2

A: Given: dydx=2x+3, y(1)=2

Q: Find dy/dx given xy2 + x²y5 – x³ = 3 %3D -

A: Given that : xy2 + x2 y5 - x3  = 3. Find dy/dx . We know that d(xn)/dx = nxn-1.   Here i attached…

Q: 2 xy dy – (r' + 2y³) dx = 0 xsin 2 dy y sin- -x | dx

A: Homogenous differential equation: Let us consider differential equation of the form…

Q: 3 хy dx dy 1

A:

Q: 3x dy 2y when x = 1, y = -1 dx 2y

A:

Q: Find the first and second derivatives. 6x5 y = - 7x+4 ex dy %3D dx dx II

A:

Q: Find dy/dx by implicit differentiation. 8.r2y+ 5yr = -9 y 5y + 16x 2x 4x + 5y dy/dx = %3D

A: Recall: d(u.v)dx=udvdx+ dudxv d(xn)dx=n xn-1 d(c)dx=0 ; where 'c' is any constant.

Q: Sdz dx dy=1 dz dy dx=24

A: Given  a) ∫01∫12∫23dzdxdyb) ∫01∫x2x∫0xydzdydx

Q: EXERCISE 1 dy -dx = 0

A:

Q: = vt – 2, d²y t – 2. d²y y = t² – 3' dx2

A: x=t-2y=t2-3

Q: 2²ye+v°-²dx dy dz 1 -1

A: We have to calculate the integral.

Q: x*y' = x* -y*

A: Differentiation of implicit function

Q: dy 2+ ytanx (4x + 5)² .3 dx cosx

A:

Q: Differentiate y=5x(3x^2-2x) dy/dx=

A: We have to find differentiation of y.

Q: 1. (ex-y)(1-e²y)¹/² dx = dy

A:

Q: sin(x + y) dx (3x − 2y + 1) dx + (3x - 2y + 3) dy = 0

A:

Q: dy + (ax – 7)y = bx° dx %3D - a = 2 andb = 1 dy + (2x - 7)y dx = x² 6.

A:

Q: dy 21+ dr2 (vii) dy\2] & (dy\- da2 \dx². (viii) = 0. (ix) () z\ip, + 5y3 = x. dx.

A: (vii) The equation given is d2ydx2=21+dydx232. Squaring both sides. d2ydx22=41+dydx23 Order = 2…

Q: dy 1.3- |4 - х2 ys dx : у(1) %3D 1

A:

Q: 1- dX dy (bux> dy 2- dx : 2X Secy 3. (1-x"): - 2Y dy

A: Answer 1 -  As the cube root of 64 is 4, thus open the parentheses of the RHS of the differential…

Q: dy — х) %3D У(у + x) 2 - х(у dx

A:

Q: 10. x = Vt-2, d²y y =t2-3' dx2

A: The given question is taken from the derivative and we have to find the derivative of the parametric…

Q: dy -: y = 6x² – 4x, dt dx = 7,x = -2 dt (5) Find -

A:

Q: (dy/dx)-(x+3y)/(2x)=0

A:

Q: ху+3x- у -3 dy %3D dx xy-2x + 4y- 8

A:

Q: Integrate Jxsin(x*)dx x sin(x)dx

A:

Q: 1 a) x²e-x dx

A: Use the formula of integration by part and finally put the limit  to got the answer

Q: 2. [ y dy dx carctan3/2 3 secx 3/2

A: Topic  = Integration

Q: (у3 — у?sinx — х)dx + (3хy2 + 2усosx)dy %3D 0

A:

Q: Integrate both sides dy = -dx

A: the given integral equation is                             ∫1y2dy=∫1xdx

Q: Use integrable combination: y(2x+y^2)dx+x(y^2−x)dy=0

A: Given :y(2x+y2)dx+x(y2-x)dy=0

Q: Evaluate the integrals

A: Consider the given integral, ∫02∫-4-y24-y2∫02x+ydz dx dy integrate with the given order of the…

Q: dy Use an appropriate technique to find dx from x² + y² = (2x² + 2y² -x)*.

A:

Q: %3D 4x3 dx 2. х3dy + 3x?y dx 3. х3 dy + (3x?у — хе*) dx %3D 0 -

A: These are the first order and first degree DE. Solutions are given below:

Q: S(2x% + 3x -1)dx - 3x –1 dx Integrate

A:

Q: 16 dx -5y -0 dy dy 3

A: We solve this by ordinary differential equation

Q: (2x+ 3y) dx + (3x-y+5) dy

A:

Q: Find the geneul suluticn dy t. + 2y= 2X 2. dx

A:

Q: dy Find dx by implicit differentiation. 3 +y = 25 -1 dy 9x а. dx 4y dy b. dx 4x Зу -1 dy 4х с. dx 1…

A: We need to find dydx of x23+y32=25. So,                 x23+y32=25Differentiating both sides wrt…

Q: Find dy/dx: rsinx 1. у %3D Sm* 3t2 dt

A: I am attaching image so that you understand each and every step.

Q: 1. dly dx 2. dy %3D 2X Secy J-(1-xx) oly dx=2y dy dx , Y(1)=0 (Intial Gonditin)

A: There are multiple question. So as per Bartleby policy Kindly ask other question separately. 1.

Q: Cosx 2) ). y dx+ týž - Sinx (²) dy = уч

A:

Q: Find dy when y = 3 1-x %3D dx V1+x

A: NOTE: Refresh your page if you can't see any equations. . take derivative