Describe the bifurcation that occurs when A = -1.

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Q: Show that the points (5,4,2) ,(6,2,-1) and (8,-2,-7) are collinear

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Q: sketch > reverse , the then evaluate inlegration 2X (4 x+ 2) dydx X 2

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Q: Use convolution to solve 4y' + y = cosh 3t, y(0) = 0.

A: The solution is given as

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Q: Find the equation bounded by x = 9yeY and x = 3y2, y = 3 and y = 9 %3D %3D Write your answer in two…

A: solution is given below

Q: Use substitution to evaluate dx.

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Q: е 0.32+ j0.56

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Q: make outbound 3B the corner achieve True false

A: I am going to solve the given problem by using some simple calculus to get the required result of…

Q: Differentiate.   y = In (Cosh 3x)

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Q: Find SU

A: It is given that,         We have to find the side SU

Q: Evaluate sech(3 – 2y)" dy

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Q: Copy the diagram at the right on your paper. Draw chord RQ. Explain why mPR = mQS. R

A: Given  take center as O

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Q: - 2 Ex 52

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Q: Eactor of (xy? +

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Q: Find an equation for the line below. 6-4 O=0 -24 Continue Submit A Dlo

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Q: - Find x and y.

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

Q: Iculate the autocorrelation of x, = ej™n/2 + ej™n/3_ ||

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Q: Express the following in Cartesian form

A: As,  cos 300o= 12 and sin 300o= -32. Now, put the values and simplify.

Q: Evaluate: So fixy³ dydx

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Q: Evaluate 2y dy

A: In some cases an integral can be converted to a standard integral using an appropriate substitution.…

Q: (2 + j)?

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Q: find the Joriative Y= 3x° seccx)

A: Here we find the derivatives of given function.

Q: show that ē ** Jo(bx) dx = %3D 8.

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Q: ). Explain how we get the Cylinder by equivalent relation.

A: Please check the next step for details

Q: Sec(1+ 까an (품 -).

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Q: P0HXでにん スXt1ocx

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Q: Calculate (3+j6)19 in rectangular format. Please show all your steps.

A: By using De moivres theorem the answer is given as follows :

Q: tanx Differentiate: y=12an

A: We know that, from the basic derivative formulas ddxax=axloga         ⋯⋯1ddxtan-1x=11+x2…

Q: What is the image of (-1, -4) after a reflection over the line y = -x?

A: Topic = Coordinate geometry   when a point is reflected across the line y = -x, the x-coordinates…

Q: Sesch (sinhtx) sech4x

A: Given integral, ∫cschsinh4xsech4xdx To evaluate the value of the integral.

Q: Find the distance between line 2xy + z = 4.

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Q: Describe the bifurcation that occurs when A= -1. 1 hifunantion diagram nes

A: We are given a family of logistic systems by : Fλ(x) = λ x(1-x) Amd we have to describe the…

Q: find the derivative of the funchon flx) = 2. %3D +3C0SX

A: Here we have to find the derivative of the function f(x)=2x3+3cosx

Q: Solve to Find if cscx – San () dt = 4 – y?

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Q: What is the symmetric property

A: The below explanation is the answer.

Q: Drive by definition: y = cosx

A: Find derivative of cosx using definition of derivative

Q: Show that the points (5,4,2),(6,2,-1) and (8,-2,-7) are collinear

A: The points are A(5, 4, 2), B(6, 2, -1) and C(8, -2, -7) The points are collinear if the directional…

Q: 2°(5 - у)' dy

A: The given integral is: I=∫2y(5-y)3 dy

Q: LA PLACE TRANSFORM

A: we have to find the inverse Laplace transformation of the given function.

Q: Find x, in simplest form.

A: We will use the sine rule to solve this

Q: Integrate the fallowing. 3X Cosaxd X

A: Integrating by parts∫(I).(II)dx=(I)∫(II)dx-∫∫ddx(I)∫(II)dxdx

Q: Let ū=(1,l02) and V=(-1,3,0), find the distance dlū,).

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