Find the pointof 5x²+2x²-3x conditionaliy and inflection of by giving the. yo pooper. Concave Conae darward.

Q: if Z= とan'Y final dž In Point C!,!)

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Q: Use Cramer's rule to fins a solution: 3x-2y=4 6x-4y=0

A: Cramer’s rule:

Q: Yk+1Yk – 2yk - -2 into the linear o quation ea

A: Given,                     yk+1yk-2yk=-2                                (6.38)

Q: Find if y dy et 2а?+3я — 2 -

A:

Q: Q3. Let A = {(x, y), 4.x² + 9y² < 36} C R² Is A connected? pathwise connected? Justify your answer.

A: See the attachment

Q: Solve the Ssy stem by graphing. S2x+3y=6 he+ hei-ニsっ What is te soloution set?

A: We have to find the solution set of the given equations when they represents a graph. A solution set…

Q: Find the Sclutian to the an=2anal t3an-2 with terms lecurrence relation initial and

A:

Q: Find the pebability of dekeching cheonge ŷ (1-B) po = 0.114 p= 0.0526 n= 100 LCS = 0.1195 %3D LC =…

A: The probability of detecting change is 1-β (given). P0=0.114 P1=0.0526 n=100

Q: Is the equation Bx = p consistent for all p in R^4? Explain.

A: Not consistent for all p in R4.

Q: What is the x-Coordinate of the termir O a. -V3/2 O b. V3/2 O c. -V2/2

A:

Q: I Find for each of the following. keving your anwer in terms of the parameter . 2r, y- 2

A: We have to find dydx for the following...

Q: of Voots of the equation. 2x+3X+5=0 is The muttiple is Ę 2. 3 Prove That The sum

A: Use the formula for the sum and product of the roots of a quadratic equation.

Q: e Consider the Jollowing fundion. 2= 50x+4, Find the values of d2. az, uwhen oe = 2 and y: 3.

A: Consider the function: z=5x+yx+2y To apply quotient rule of derivatives differentiate the given…

Q: 2] Let x,yER Prove that VxVy(10x+21y>21⇒(x>11/10 v y>10/21))

A: Let x, y∈ℝ. Prove the statement ∀x∀y10x+21y&gt;21⇒x&gt;1110∨y&gt;1021. Prove the statement using…

Q: A pair of dia is fossed What is the prabakility to tal 8 or Il tu Pain t times and any o B times?

A: Please check the solution below

Q: Use the equations aF OF az ax az ay and ax OF ду OF az az az az and ax to find ду 5yz + 8x In(y) = =…

A: F=5yz+8xln(y)-z2∂F∂x=8ln(y), ∂F∂y=5z+8xy, ∂F∂z=5y-2z∂z∂x=8ln(y)5y-2z, ∂z∂y=5z+8xy5y-2z=5yz+8x5y2-2zy

Q: メ= tos t Consider ? y=seet+1

A: Parametric equation: - A parametric equation is one in which the dependent variables are defined as…

Q: The phfhenn f()--e-7 has verter at and opens OA- deed O (-2 ped Oadwed

A: Given data: The given expression for the function is f(x)=-x2-4x-7. The given expression can be…

Q: Indicate the method you would use to prove the two A's . If no method applies, enter "none". of

A: Given ,  Here ,  Two angles are equal and one side is equal .

Q: Solve for u. u+5=5 ?

A: Multiply with 5 on both sides

Q: Prove that re" = 3 – x² for some negative value of x. [Hint: Use the IVT]

A: According to the given information it is required to prove that: xex=3−x2 for some negative value of…

Q: QZ. Let fla) =8-6tx Then the empression: %3D flxth) -fGa) |

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Q: Find the degree of Q(V2, V5) over Q.

A:

Q: which of the foll ow ing functinn Setisfy Rolle's conditions Frx)=1x-51 on [ 4.7]

A: We have to check that function f(x) =|x-5| is satisfy the Rolle's theorem on [4,7]

Q: find z trans foyms of folleing -an simwn ĭ

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Q: K, is planar . K3,10 is not planar . K23 is not planar -. K7 is planar

A:

Q: Enter the exact answer. dy = V9 - 8y

A: To solve an integral using substitution method  Firstly take the substitution and determine the…

Q: Find the probabiliti (a) {Y < 8 – (2|X|/3)}, and (b) {Y < 8+ (2!X\/3)}. Compare the two results.

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Q: 3. Prove that R² is Hausdorff. Is R²T3? Is R² T4?

A: Note: Hi! Thank you for the question as per the honor code, we’ll answer the first question since…

Q: - is a real num 1S y+z= 6, 4x +

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Q: B increases as µ deviates from µ, when Ho is false

A: Here use basic of type 2 error in graphical form

Q: Which of the following is nota possible rvalue? A. 1.6 О В. -0.6 С. 0.3 ) D. -0.3

A: In this case, we need to identify the correct option.

Q: O Solve The Set of Imear eguatiomos af (2 - 3X - 2y +42= 9. -34-22=5 4X+3y-2Z=7 %3D %3D

A:

Q: 2.Find the aver ase value Of the functlon f(x)=x-6over [l,3]

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Q: Use Powerseries to Solve the followwingdifferential .equations

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Q: C) prave that sbatz = Clnrtt - an for all nE B, Nzl. %3D |

A: We will prove the relation of part c by mathematical inducation.

Q: umbers that has and his 34) а, hen e2n/(n+2) %3D ness line

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Q: G MH is even if and onlyit こい pd

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Q: Use Green Theorem to Evaluate y x²dx – x²dy where C is left half of x² + y² = 25

A: Note that left half of the circle x2+y2=25 means the second and third quadrants. Now, in the second…

Q: if was T:R Linearidentifir grand father O KerT ImF

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Q: d) Show that whether 0 = Y is sufficient or not. max

A: Given function is: f(y)=1θ,      0≤y≤θ0,         elsewhere

Q: (3 worder fer the systew of eguations 3.0) to be cnns kut.

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Q: Let X~ Bin (5P) H₂ P=0.3 H₁ P=0.8 Find with α ump 0.05

A: Given:X~Bin(5,p)so here, n=5Test of hypothesisH0:p=0.3 against H1:p=0.8α=0.05Find: UMP test

Q: Let ř =xi+y+ zk, and let u= ||F|I. 2-2u = 3ue. Show thet Dflu)= 6- 6u)e" r.

A: Given, fu=3u2e-2u. We have to show that ∇fu=6-6ue-2ur→ where r→=xi^+yj^+zj^.

Q: Show that (t) =| 2 3t is the fundar

A: Given that,            y'=A(t)y                          ...(1) where                A(t)=-1t1-6t23t

Q: nd the supremum of each of the ecimal place.) , 12, 3} .2

A: Introduction: If there exists a real number M ∈R, called an upper bound of A, such that x∈ M for…

Q: Ihow do you bnd the imit of as x approaches 0?

A: The limit of x+1-1x as x approaches to 0

Q: Use Green Theorem to Evaluate |y x²dx – x²dy where C is left half of x² + y² = 25

A:

Q: Every Jeli equad right for Cosels of His to its cocesfonding Cosers H

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

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.