17Ay = y? + 2xy

Q: 15 dx +C + x2

A:

Q: dy x² – 3y + 2xY da = 0

A:

Q: O 2n f xVI+ 4e4x dx

A: Given:

Q: S. dx Evaluate: x²+ 8x + 20

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Q: (-2xy sinca® Jdx + Cosce) dy =o

A:

Q: 7. (y*-2xy)dx + 3x²dy = 0 When y = 1, x = 2

A: Given : (y⁴ - 2xy)dx + 3x² dy = 0 When x = 2, y = 1

Q: •2 cy sỏ , (xy2 + x) dxdy.

A:

Q: Q6/(A)Evalute ex² dxdy.

A: Given: ∫02∫y21ex2dxdy Evaluate the given integral. If the order of integration is x, y then…

Q: x? dx 3. J Tx? + 4)²

A:

Q: y" dn + = C (3xy ty -)dy 2

A: There is no such introduction for the solution.I have explained it within the solution.Please go…

Q: P-1 for x1 for x>1 ion.

A: We have to find the following given condition

Q: x2-9 (c) S dx

A:

Q: (4ху + у? — 1) dx + (2xy + 2x? - 3) dy

A:

Q: 3xy3 + Cln(x?) = 0 Зху

A:

Q: dx = ? x² +x-1

A:

Q: x -1 t de

A: Please see the explanation below

Q: b. dx ans: 2

A: As per bartleby guidelines we only give first question answers.

Q: S5x sec?x dx 5.

A:

Q: dx 2. S sec4xcot4х

A:

Q: 5x dy. 10.) Evaluate

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Q: Cx+9) tエde : 0

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Q: " + 2r' + 2r = te,

A:

Q: -2e dx

A: Given : The integral is ∫ - 2 ex dx .

Q: (22 + y? +1) dæ + x (x – 2y) dy = 0

A:

Q: Srind dy /dx for X-(0)(cas20+ Osino andy

A:

Q: x² Ean 2tan' y dx ? tan?

A: Given: The function is ∫x2tan-1xdx. Evaluate the integral using integration by parts.…

Q: 70) ydx +zzdy-y'dy= 0

A: Topic- Integration

Q: SS5x²cos(xy)dxdy 1-

A:

Q: S(x-ae )Vx² + 2e" dx -ах - ах 11.

A: Let's find.

Q: •3 2ye dx dy y? Evaluate

A:

Q: b) x2 = y2 + 3xy + x² %3D dx

A:

Q: 2xy = x² + y? + 1 2ху dx

A:

Q: G + Kxy- 2x)dx + (3xy? +20x²y³)dy = 0

A: A differential equation (DE) of the form M(x,y) dx + N(x,y) dy = 0 is Exact iff ∂M∂y=∂N∂x Solution…

Q: 门4(z + 1)ele+1) de

A: We will find out the required value.

Q: Evaluate: * dx re+1 5.) X-

A: Find your answer below

Q: dx Evaluate 2x 10 (b) o (c) 1/2 (d) 0 -

A:

Q: d?y + 4y coshx dx

A:

Q: | y(y? + 1)5 dy

A:

Q: 4. J(2y + 3)? у+2 dy

A: Find your answer below

Q: y= Sn (tan (8x) ニ

A: A detailed solution is given below

Q: dx S x? + x -2

A:

Q: 2) ye*ydx+xe*ydy = 0 %3D

A:

Q: (b) x² = y² +2xy dx du

A:

Q: Find dx2 Given: -2xy – 2y² = 1

A:

Q: c) Evaluate [xV2–x? dx by using substitution method.

A: Integrate by substitutions

Q: 11. S ye-y°dy

A:

Q: d) f(x) = eV=-2 + VE

A: In the question it is asked to calculate the derivative of f(x)=ex3-2+ex.

Q: |(3nt?t? – t*) (3n² – t') dx - --

A:

Q: Determine d/dx{2e3x cosh(4x) – e7x} in simplest terms.

A:

Q: SP dx * if y = In [(2x³ + 7)(9x – 2x²)]* Find

A:

Equations and Inequations

Equations and inequalities describe the relationship between two mathematical expressions.

Linear Functions

A linear function can just be a constant, or it can be the constant multiplied with the variable like x or y. If the variables are of the form, x2, x1/2 or y2 it is not linear. The exponent over the variables should always be 1.