* 39y XP loy=0.where y=1 XP

Q: dy 2ry = 1+ y? , y(2) = 3 da

A:

Q: What is XY? Y 45° 45° Z.

A:

Q: ) Max ヌ: 5P,+ 7Pe Subj to: 2 P, + 3 P2 a Pit Pz £ 18 と12 Pi, P, Zo

A: Given that Max Z=5P1+7P2 Subject to 2P1+3P2≤12 3P1+P2≤18 And P1,P2≥0 First of all we will draw the…

Q: (D? + 4)y = x'et %3!

A:

Q: S (a? - y)"y dy

A:

Q: 100° |(x–10)* \(2y+24)°´ y is equal to _?

A:

Q: 5. (D²+4)y=4 cot 2x

A: We use variation of parameters method to solve the given differential equation.

Q: So So Soy sinz dxdydz

A: We have to find  ∫01∫0π∫0πy sin z dxdydz.

Q: 5. r* + 6z³ + 17²+28r+ 20

A: To find the solution

Q: /| r? dr dy ; N: 1 + y < 4r, I< 2, y 2 0

A:

Q: (i + 1)?y" – 4(t + 1)y' + 6y = 0. y,(1) = (t + 1)?

A:

Q: uso a.) y – y = ty², y(0) = 1

A: We have to find the solution of differential equation.

Q: 23 + 7x + 9 Find dy: y = 1² + 4 dy :

A:

Q: R 22 Y 26 O RS = 18 %3D O RS = 24 %3D O RS = 20 O RS = 16 %3D

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Q: HaW. Prave.tha. dew 2t .. .. .....

A:

Q: ries as Your r Y

A: Given as,

Q: Fill in the blank using the correct option. (5ах — 2bу) 2by)- - 25a²a? – 46°y² о (2by + 5ах) O (-2ax…

A: Ans- (2by+5ax) is your correct option....detailed solutions I have provided in written form...hope…

Q: 31° 43°

A:

Q: s(st4)

A:

Q: Evaluate /y ds, C': ¤ = t², y = t, - 2 <t< 4 %3D

A:

Q: dy 3. 9+y? メーNE _ xp

A:

Q: Evaluate: S. yx²dx + xzydy + xz?dz, wher

A: Introduction: Integration is a method of bringing separate parts to form a whole. We find a function…

Q: Determine whether the statement is true or false. If y = e?, then y' = 2e. True O False

A:

Q: 1- - 1ーyーyーズ y? dzdxdy

A:

Q: Evaluate / y ds, C: x = t², y = t, - 5 <t < 4

A:

Q: II. 2 + y?) dv. JE

A: Given: x2+y2+z2=1 and x2+y2+z2=4 To Evaluate: ∫∫∫E(x2+y2) dv

Q: Qz/ Fiud The leple ce trans form 0くtく et |くtく4 hく?

A:

Q: MLA)= is uCA) measure or not %3D

A: Ans .   Yes u(a) = infinite , can be a measure .

Q: 3. If 66p (r+6) 30800:1 cr+3) find y.?

A: In given question, concept of permutation is used. Permutation The act of arranging all the elements…

Q: en(x² + y?) dA where D = {(x, y)|0 < y < 3, -/18 – y? <x< -y}. sen

A: To evaluate the below integral. ∫∫Dsinx2+y2dA Here  D=x,y|0≤y≤3,−18−y2≤x≤−y

Q: regunta´ y' +y – 12y = 0 y = qe + c2e¬4z

A: Given: y''+y'-12y=0 and y=c1e3x+c2e-4x

Q: xy? 29. dA, R={(x, y) | 0<x < 1, –3 < y < 3} x? + 1 R

A: The solution is given as

Q: dy y+1 2.

A: Integrate as general

Q: Ce) x = tet, y =tet for t > 0

A:

Q: What is the value of - x3 + 3.4y when x = 2 and y = 5? %3D 2 18 O 20 О 21 37

A: We find the value of 12x3+3.4ywhen x=2 and y=5

Q: 2rdr Jo (r2+D²) (r2 + D²)² а TO 1

A: The expression ∫mnf(x) dx  is evaluated using the formula below .  ∫mnf(x)dx =F(n)-F(m), where, F(x)…

Q: 9. x + y = y? + 1

A: Find dy/dx of the following by implicit differentiation. x2x+y = y2 +1

Q: Tran late the item into English language: X E A, 30 - X < 25 wherein A {2,4,6}

A: Answer: The answer is as given below:

Q: b) (x? + 1)y" – xry' +y =0.

A:

Q: Q.1) Evaluate dydr

A: We use to solve iterated double integral in order dydx

Q: Tor the TIme belovW. y D=0 -6 olo

A: To find the equation for a line that passes through the two points (-1,5) and (3,-1)

Q: Q3. Evaluate : .. . ܬ 1 ? 2 +y? dy ன்

A: We have to evaluate the given integral.

Q: he side, and y values are across the ple to evaluate f(4, 2).

A: The table for f(x,y) we evaluate f(4,2)

Q: dze

A: Topic- intregration

Q: Find for y = |/3+4². 3 + 412 dr dy dr

A: Formula used: ddx∫axbxftdt=fbxddxbx-faxddxax Consider the given integral as y=∫0r3+4t2dt.

Q: lo J (r +1)² + 2(y – 4)² = 12 (с) y? – 8y 4х — 16

A: The given equations,(x+1)2+2(y-4)2=12y2-8y=4x-16

Q: S SEV1+ y3 dydx =?

A:

Q: 2. Por ve that 2.

A: Given- ∫0∞e-αλcosβγ dλ=12παe-β24α To Prove- The above mathematical statement.

Q: y'dy 3 (4–v’) 2

A: