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Q: Given, x(t) -t+3 Draw the 3 s7+ 7è + 7 = (7) A figuezes f (xy4) = In (xy) + x siny / figurees…

A: Solution is given below:

Q: EX/find the arc lenyin of the Cardioid v=1+Cose (Sketch the reyion)

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Q: Find the length of the astroid x = cos3 t, y = sin3 t, 0 ≤ t ≤ 2π.

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Q: Eliminate the Ar bit rary constant a) x' - 3x*y = C 2. y= mx + jh is a parameter m to be eliminated…

A: The order of the differential equation of a given relation is the number of arbitrary constants in…

Q: Let I = cos (2x) dx. The approximation of I using the two-point Gaussian quadrature formula is:…

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Q: (2) = [| (a) %3D h (b) Value(s) that are NOT in the domain of -

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Q: The positions of two particles on the s-axis ares1 = sin t and s2 = sin (t + π/3), with s1 and s2 in…

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Q: Find the coordinates at t = 0, π/4 , π of a particle moving along the path c(t) = (cos 2t,sin2 t).

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Q: If A is PD and Tridiagonal, and p ( Tw)=0.5, then the exact calculated value of p ( Tg) is

A: Matrix  A is PD( Positive definite) are tridiagonal and ρTw=0.5 All diagonal elements of matrix…

Q: Z2 in H = {0,4,8} find all left cosettes

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Q: find all soutions of sec? (x)=VZ on the intorrel Os BK27T

A: NOTE: Refresh your page if you can't see any equations. . take square root on both sides

Q: 3. Find the second approximation p, of V7, by Newton's method, choosing po rounding. 2 using 3-digit

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Q: The approximation ofx'e*dx by Gaussian Quadrature with n=2 is (Use c21 = C22= 1 and r21 V3 O None of…

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Q: Find Df and Duf to:- XZ on the point (,,1) inthe direction of V = 2i -3j+6 K. %3D soLiin ansi- lo

A: Directional derivative of the function.

Q: and casy=0t, and DLyr, Furd the exact alue of tan Ca-y.

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Q: : Find the length of the cardioid r = 1 + cos 0 0 < 0 <T

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Q: Calculate the tơ required to cons COI c1 = 10 cm

A: The length of the horizontal pieces are b2=30 cm , b3=40 cm. The length of the vertical pieces are…

Q: Find the angle at which the cardioid r = a(1 – cos 0) crosses the ray 0 3D п/2.

A: To find the angel at which the below cardioid crosses the ray θ=π/2

Q: Repeat the derivation in this section when the vertical motion of the string is retarded by a…

A: Given that, The vertical motion of the string is retarded by a damping force proportional to the…

Q: Let X1,..., Xn be i.i.d. Gamma(a, B) with a > 0 and B > 0. Find the MMES of a and В.

A: Let x1, ..., xn be the i.i.d Gamma(α, β) ;α&gt;0, β&gt;0. Find the Method of Moment Estimator of α…

Q: Determine the reduced row echelon form of cos e sin e A = sin 0 cos e

A: Given, A=cos θsin θ-sin θcos θ

Q: Given that the characteristic equation has the following roots, what is the complementary solution?…

A: We will find out the required complementary function.

Q: Let / = 3sin(x) dx. The approximation of I using the two-point Gaussian quadrature formula is:…

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Q: Q4/is that, the Sulutton to the differentiel equation dy-tX+4. is it's

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Q: dx Evaluate LJv by using Trapezoidal rule (up to three 1 + x? decimal places). [Ch-4(B), Expl-2]

A: We have to evaluate ∫01 dx1+x2 by using Trapezoidal rule.

Q: Find the angle at which the cardioid r = a(1 - cos u) crosses the ray u = pai/2.

A: Given:

Q: For AKMP, Q is the midpoint of KP, L is the midpoint of KM, and N is the midpoint of PM. Also, KP =…

A: we will use midpoint theorem here . when midpoint of two sides are join then the line segment is…

Q: Photo attached

A: The given equations are,

Q: 2 Calculate the magnitude of R in ARST, if RS- 13 cm, RT 17 cm and S-15 3 Calculate the magnitude of…

A: Since we are given with the multiple number of question and our guideline is solve first question…

Q: Let I = , e2*dx. The approximation of I using the two-point Gaussian quadrature formula is: O…

A: Solution

Q: A standing wave on a 2-m stretched string is described by: y(x,t) = 0.1 sin(2rtx) cos(50tt), where x…

A: Solution :-

Q: The center of Dis R. Rare}

A: As the centre of group D4 is {R0,R180}•

Q: Q1: Find the length of the cardioid r= 1 + cos 0 0 < 0 <T

A: We’ll answer the first question since the exact one wasn’t specified. Please submit a new question…

Q: Find the general soultion of the follwoing equations dy cos x + y = cos²x, 15

A: According to our guidelines, In case of multiple questions we are supposed to answer the first…

Q: Integrate counterclockwise around the unit circle (|z| = 1) and choose from the options below that…

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Q: Show that r = cos(2pi) is symmetric about the y-axis.

A: The solution of the problem is given in the next step.

Q: the solia generated Find the volumc af by revolving about the line X =3 the reg ion and y = x² + x…

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Q: A particle moves according to the position function s (t) = e2t sin (3t). %3D

A: Definition used -                        v(t)= dsdt                       a(t)=dvdt=d2sdt2…

Q: c. Use De Moivre's theorem to find the following: 4 i. [1+ v3i]*

A: Dear learner, As per our guidelines, we can provide the solution for first one only. Kindly post…

Q: Use an appropriate local linear approximation to estimate the value of cos(59°). cos(59°) ~

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Q: 3. Find the length of the curve r = a (1 - cos 6) from 0 = 0° to 0 = n and also the total length of…

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Q: Use an appropriate local linear approximation to estimate the value of co Gos(29°) &

A: consider   f(x) = cos x

Q: Find the center and the radius r of the sphe S: a +y ++ te + 8y – 8z = -11 82 -11 %3D

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Q: Given that: S SR V144 – x² – y³dA = mT where R is the region in the first quadrant within the circle…

A: As we know that the polar coordinates; x=rcosθ ; y=rsinθdxdy=rdrdθ Given;…

Q: Find the area. a. Inside one leaf of the three-leaved rose = cos30 b. Shared by the circle r=2 and…

A: Given that a) r=cos(3theta) b) r=2 and r= 2 (1 +sin(theta)) c) r=-3cos and r=1-cos( theta) We have…

Q: Given that the characteristic equation has the following roots, what is the complementary solution?…

A: We have to find the characteristic equation.

Q: Find the distance traveled by a particle with position (х, у); Cos t, y = (cos t)², 0 < t < 4TT X =

A: To solve this we have to use two point distance formula

Q: H.w: For A = 2i + 3j and B=-li+5j, find the component of A along Band the projection of A onto B.

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Q: Find the are length of one turn of the helix, t=0 to t = 2r , given by 7(t) = (bcost, b sin t, V1 –…

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