If P(t) has coordinates (0.707,0.707), find the coordinates of

Q: xpáp -1 dydx In(y)

A: Since you have posted multiple questions I can do first question as per our company guidelines…

Q: Find x so the distance between (x, 2) and (1, 5) is V13.

A:

Q: For yx + 2x + cx = 9 ,m = 3,Find c at (3,1)

A: Given y2x+2x+cx=9 . m=1. We need to find c at (3,1).

Q: Using Ralston's Method, calculate ys for the following: y xy² = 0, y (0) = 1, - h = 0.1

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Q: (a) Find the approximations T4 and M4 for 7el/x dx. (Rou T4 = %3D %3D

A: We have to find approximations T4 and M4 for the integral ∫127e1xdx Here T4 stands for trapezoidal…

Q: If C is the z-axis from the origin to the point (0,0, 2), then So(3j – 3k) - d - dr |

A: If C is the z‐axis from the origin to the point 0, 0, 2, then ∫C 3j→-3k→.dr→=?

Q: That is, T'(1) = %3D

A: Given, a recurrence relation T(n) corresponds to the natural numbers, but that "skips" multiples of…

Q: Given y = , y (0) = 1, h = 0.5. Find y (2) using the fourth-order RK

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Q: b. Find y", given y = e¯" In x.

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Q: d) Let y= Acos2t where A is a constant. Find the value of A such that d y --3y = 9cos2t for all…

A: Given  The equation is  y= A cos(2t) , where  A  is constant  and condition is  d2ydt2-3y=9cos(2t) .

Q: Use the convolution theorem to find f (t) 14 l(s+2)(s-5))

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Q: Find the B.C.R let XXgg, Xn vN (@,1) H:0-2

A: We have to find the best critical region which we will find by using neyaman Pearson lemma.

Q: Find the oades and degsee ot e"y" - 3(y) + 22y =xeX and waite tie diffes ential equation in nosmal…

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

Q: Q4/ B/ If Ø = (x³y²z) and A = 2xz i - 3y²j+ 3xy²k Find 0(ФА) ay əx the point (2, -1, 3)? at

A: Given: ∅=x3y2z and A→=2xzi→-3y2j→+3xy2k→  To find: ∂∅A∂y∂xat the point 2, -1, 3 To solve the problem…

Q: Q₁ /Find x, y E R for: -i+1 2-i c) √

A: To find x, and y for the below complex number. −i+12−i

Q: (a) (Xn+r)nzo for fixed r≥ 0,

A: Markov chain: A Markov process with discrete time and discrete state space is known as Markov chain.…

Q: dy If y = V2-x, then find de 10. A 2-x 1 В 2/2-x 1 C 2-x 1 D 1.

A: Given y = 2-x we have to find dydx.

Q: Given Hhe funchion 6x+2 x<O 6x+4 XZ O Calcolate the fallouing Values (-1)= (0)- (2)

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Q: 04. Show that T = satisfies the equation T + Tyy = T³. %3D

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Q: z= em and a = 2t– 2s?, y = 2s – 2t, find az at t = 1, s = 1. at

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Q: E. If y = r – 2r and = -3, find when z = 4. Note that, in this case, both r- and y- variables depend…

A: The given equation is, y=x3-2x and dxdt=-3 To find dydt, when x=4

Q: Given the multiple variable function f(x, y, z)= Ax*e» - Bz cosx*y°)+Cx*y*z?, where the coefficients…

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Q: Equating the coefficients of t" of the following equation E{{a,(z) + 2zn a, (2)]t"+1 – a', (x) t" –…

A: The objective is to obtain the relation when coefficients of tn of the following equation is equated…

Q: Find the linear approximation at x=0 √(7−x). Write your answer in the form y=Ax+B.

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Q: Mini m.zC W= 35y, t 6Yy,a t 52%x SubJect to: 5y,tty, t3yz E 12 +773 z8 Y2 z0,

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Q: g(x) is obtained from y = T by stretching horizontally by a factor of 2, reflecting vertically about…

A: Given: The original function is: y=x   The graph of the original function is given by:

Q: f (x) = 0, %3D pendently selected, find the E

A: The number of sample is n=4. a. The probability of impurity weights exceeds 0.5 is,…

Q: express in the form y = f (x) by eliminating the parameter x =  e−2t , y = 6e4t

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Q: z)dy + (y -y of the triang Land (0 o 6)

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Q: (a) y(t)=1+af,y(t)dr,1 > 0

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Q: Find the the point on the line l: +t 0 | closest to the point P(3, 2, –2). ||

A: The given line is                             l: xyz=101+t00-1 and a point         P(3,2,-2)

Q: Diayonalie he metux Ao and hence find At

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Q: Which of the following equations determines E(XY)? »(x, x y (х, у) ,(x,

A: we have to determine the correct option of E(XY)

Q: E(x,y) = 3x²+2= -6x+ &y+I6

A: Finding the critical points of the given function

Q: Solve y' + y = f (t) with y(0) = a, where f (t) is shown on pg 577, #37 (sawtooth wave)

A: As the Laplace transform of the function f(s) is given in the question, will use Laplace transform…

Q: Evaluate F· dī where C F = = , and C is given by - T(t) = , 0 < t < T 0 <t<

A: Given

Q: Identify the domain, ra nge and equation of the asymtte's for Hnis equation: y X+2 X²-4

A: Given equation: y=x+2x2-4

Q: (a) The temperature in an auditorium is given by1=x +y =Z A mosquito located at (1, 1, 2) in the…

A: Given T = x^2 + y^2 – z We have to find the direction derivative here to get maximum temp. Gradient…

Q: (a) Find T and S, of y= 2 x +2 for z E (0, 1]. To do this complete the following table f(z1) and…

A: As per Bartleby's answering policy, we can answer only one question, So kindly post the remaining…

Q: D Frnef far s ? syf 2=7

A: You must have idea how to solve the equation. The explanation part is given below.

Q: Suppose f(5.25) = f(5.75) a. Find a if the composite Trapezoidal Rule with n 2 gives the value 12,…

A:

Q: Let  x+y=t what should be the coefficient of t in the following equation? (find a)   0.35x+0.5y=at

A: Given that, x+y=t and the given equation is 0.35x+0.5y=at. Substitute x+y=t in 0.35x+0.5y=at.

Q: For f(x,y) = Inx+y³, find f( e 5,6). f( e 5,6) = [

A: We have to find f( e5 , 6)

Q: 16z dV, where E is the upper hemisphere of x? + y² + 2² = 1

A: We have to find the value of the given triple integral ∫∫∫E16z dV where E is the upper hemisphere…

Q: -)-= 0 ,y'at y = a (b is constant)

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Q: For what value(s) of h will y be in Span{v1, v2, V3} if 5 -3 -4 V1 V2 -4 V3 and y = -7

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Q: A manufacturer of open steel boxes has to make a box with a square base and a capacity of 1 kl. The…

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Q: Use the trapezoidal rule to find A, using the indicated value of n. dx; n=8 3 X +1 .....

A: Please refer the attached image for complete solution. THANK YOU.

Q: in the form u = Rcos (wot-6). √3 sint u=-cost + V

A: The given problem is to write the given trigonometric term in terms of single term as u =…

Coordinate Geometry

Coordinate geometry, also known as analytic geometry or Cartesian geometry in classical mathematics, is a type of geometry that is studied using a coordinate system. Coordinate geometry is a branch of mathematics that describes the position of points on a plane using an ordered pair of numbers called coordinates.