13. If mZKLH = 134°, solve for x. (4x + 9)° K J 25° N H L

Q: value the boundry problem (D?+9)y=sin?x given that y lod= Solve y 1o)=0, ニ○

A: To solve the given boundary value differential equation: D2+9y=sin2yy0=0,yπ6=0

Q: Solve the following DE using variation of parameters (D – 1) y = e" + 1 -

A: Let's find.

Q: v = y ln (x² + z*), find vzy. w = x²/(y² + z²), find d³w/ôz ðy².

A: To find  vzyy, where v=ylnx2+z4

Q: Solve the following aifferen tial equations |. x* dy = (4x* +5xy +y*) dx 2 2x + y X -24 2. dy dx

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Q: If we neglect air resistance, then the range of a ball (or any projectile) shot at an angle 0 with…

A:

Q: Without using a calculator, find all the solutions of 2 sec(t) V3 where – T <t< T.

A: Find the solutions of sec t=-23 , -π&lt;t≤π

Q: A 50-volt electromotive force is applied to an LR-series circuit in which the inductance is 0.2…

A: Given L=0.2 H R=50 Ohms E=50 V The differential equation for the LR series is: Ldidt+Ri=Et…

Q: Solve the following equation for 0 where 0 <0 <n. 5л sec( 20 + 27л = csc 20 - 14 Provide your answer…

A: Given trigonometric equation is: sec2θ+5π7=csc2θ-27π14

Q: y²dy = x(xdy – ydx)ey

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Q: olve the following initial value problem and 1. y" + y' + 9.25y = 0, y(0) = 2 %3D

A: Introduction: Differentials or derivatives are contained in a differential equation (or "DE"). The…

Q: e and state the largest interval over which the general solution is def xy' + (1+ x)y = e¬# sin 2x

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Q: b) Now, start with the exact same equation as before, i.e. Vz+ Vj= 5,

A: Given  x^(1/2) + y^(1/2) =5

Q: ſcsch¯(1– x¯)dx

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Q: If the solution to e2x sec2(e2x+1)dx is equal to k tan (e2x+1) + C, find the exact value of k. 1 A…

A: This question can be solved using the concept of integration by substitution.

Q: y'+y = cos(e*

A: Given equation is: y'+y=cosex

Q: If 8 (x) = | sinx dx and g |=3, then g (o) is equal to A -2 B D 4 2. 1.

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Q: S. If PH is 3 and AP is 2x +4 what is x? B oint 丰

A: Centroid of triangle divide each of median in ratio of 2;and 1

Q: what is the privet solution to thhe equation (6+0)ycx)= Xsin cx) (X) %3D

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Q: Solve the following deferential equations using variation of parameters: 6. y" – 2y + y =: 1+ t2 7.…

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Q: v = y ln (x² + z*), find vzy. w = x2/(y? + z?), find ô³w/dz ây².

A: Given v = y lnx2+z4 Then vz = ∂∂zy lnx2+z4= yx2+z44z3= 4yz3x2+z4 Then vzz = ∂∂z4yz3x2+z4=…

Q: Solve y42-2 cos a yn+l + Yn = cos Cn.

A: Differential equation: yn+2-2 cos(α) yn+1+yn= cosαn (D2-2 cos(α)D+1)yn=cosαn

Q: dz dz and ду Suppose z is a function of r and y, and tan Vy? + x2 = z"e6y. Solve for

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Q: y? when y dy and x = 1. Find the particular solution to dz

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Q: 4. Find the general solution to the equation via the variation of parameters y" + 9y = tan(3t)

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Q: The height of a chair on a Ferris wheel is given by h 5.7 sin (0. 21t – 1.58) +7.9 - where h is the…

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Q: Show that the equation Əy + 2k Əx? possesses solutions of the form 00 2 c, e-kt 1" =0 Σ cos (a, x +…

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Q: There is a solution z e C to the equation + 2 = 0. Select one: OTrue OFalse

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Q: a) Consider the IVP y" + y = sin nt + et – 6t³ , y(0) = 1, y'(0) = 2, y"(0) = 3 Find the image of…

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Q: d cSc z = -csc z cot z dz

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Q: W 2. Given 00<2T, what are the extraneous solutions for the equation tan 0- sec 0 17

A: Consider the equation tanθ-secθ=1 and use the identity tanθ=sinθcosθ, secθ=1cosθ and simplify it.…

Q: 4. Given 0 < 0 < 2n, what are the extraneous solutions for the equation cot 0 = csc 0 + V3? (Select…

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Q: Q2/A/<he di fferential equation is yedx +3xay+dx +dyno diff erential when fineling the solution to a…

A: To find: The solution of differential equation y2dx+3x2y2dx+dy=0 and also find the constant (c) at a…

Q: Solve the following DE • X – dy =2

A: Since you have asked multiple question, we will solve the first question for you. If youwant any…

Q: Find the general solution of the DE y" +2 y' +2 y= a cos (wt), where a and w are constants. Note:…

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Q: If z? = y sin(xy), find at the point (-1, .1) a) - 0.5 b) +1 c) - 2 d) --1 e) 0 g) None of them

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Q: (a) Consider y" – 3y' – 2y = te-t sin(3t) – 4e-t +5t2 – 2. Write down the most efficient “guess" for…

A: Since you have asked multiple questions so as per guidelines we will solve the first question for…

Q: 1. Determine the resultant of the following. Show your complete solution and the illustration. 1. 30…

A: "Since you have asked multiple questions we will solve the first question for you. If you want any…

Q: If the solution to e2x sec2(e2x+1)dx is equal to ktan (e2x+1) + C, find the exact value of k. 1 (A)…

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Q: 5. Given 0 <0<2m, what are the extraneous solutions for the equation cot 0 = csc 8+ v3? (Select all…

A:

Q: 4- The motion of a particle is described by the equation x = a + bt where a =15cm and b 3cm. find…

A: 4.  Given equation of motion of particle:-                                                  x=a+bt2

Q: Question 4 n/4 tan 0 d0 =

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Q: z Solve the following di fferential equations xdy y x²+y² 1. dy

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Q: If the solution to fe sec (ex**)dx is equal to k tan(e**) + C, find the exact value of k 1. 2e 2e…

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Q: Choose the values that would complete the general solution for y = arccos (-1 ±2tk HIN O O O O 0

A: Given:     y= arccos-1

Q: Solve the following 3. y* Va - y* dy

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Q: (1 + x)dy – ydx = 0 %3D

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Q: 3) Solve the following IVP. y" 4y 3(4) (o if te3 gre)=?exr(ase) if tz3 where "exp(x)= e et

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Matrices

‘Matrices’ is the plural form of the word matrix, and it is basically a spreadsheet in the form of a box. In mathematics, various functions can be carried out with matrices. Generally, a matrix comes in the shape of a square or rectangle. The elements are distributed horizontally in the form of rows, and vertically in the form of columns.