Discuss separability of the polynomial <³ +2ײ+3 3 over Jh5

Q: . Find the Fourier 2 f(t) = ans: f(t) = 3 # 2 2 series of the following function..... #<t <-/ < t <…

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Q: Show that lam 2

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Q: Question 1: Write the objective (cost) fund data (DR stands for daily requirements) Diet problem…

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Q: Find the area of the largest rectangle with one corner at the origin, the opposite corner in the…

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Q: Find inverse Laplace of 5s +3 (s-2) (s2+4s+29)

A: We have given that ,  Fs = 5s + 3s - 2s2 + 4s + 29 We need to find Inverse Laplace Transform ,  That…

Q: Express z = -2+4i in its trigonometric form

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Q: 1. Solve given separable differential equation: y' + 2x(y² - 3y + 2) = 0

A: Let us consider the differential equation of the form  dydx=f(x)g(y) Solving the equation using the…

Q: 1. Calculate for one real root of tan x = 4x with xo = 1.2 up to six decimal places using the…

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Q: 플 dydx sin sin

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Q: How many milimeters are in the 67 oz pepsi, can?

A: Note: Since a millimeter is a unit of length and "oz," "milliliter," etc. are units of liquid…

Q: Task 3 Considering the figure shown below, find below; 1) The moment Mp of the shown force about…

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Q: 4. Find an integrating factor and then by using the procedure for solving exact equation solve the…

A: Given the equation x2y+4xy+2ydx+x2+xdy=0

Q: у ху = X Sin x

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Q: A

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Q: . Solve the recurrence relation xn = 6xn-1-9xn-2 with tial condition Xo = 1, x₁ = 4 Write the close…

A: as per our guidelines we are supposed to answer?️ only one question. Kindly repost other question as…

Q: Find all a E Z such that f(x) = ||

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Q: e or rope 18.25 meters long which he wants to cut into five pieces of equal length. What would be…

A: Introduction: Fractions are represented in mathematics as a numerical value that defines a portion…

Q: Exercise 2. Obtain expressions for all first and second derivatives of the function of two variables…

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Q: 5. The base of a right triangle right triangle is equal to is equal to the sum of the first ten,…

A: Solution : Fibonacci Series: F(0)=F(1)=1 F(n)=F(n-1)+F(n-2) First Few Fibonacci are, 1, 1, 2, 3, 5,…

Q: Consider the sequence (an) that is defined inductively as a1 = 1 and an+1 = an(1+1/n4 ) i) prove…

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Q: F(x) X c) Obtain the "best-tit" model using 2nd order polynomial regression for the given Table. 0…

A: It is a regression problem where I used 2nd order polynomial regression  to obtain the "best fit"…

Q: Solve integration by (udv) T/2 DS Š X cos(x) dx 2) { X cos (ux) dx 7/2

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Q: 6) There is a multiplicative inverse for (2x+3) in Z₁[x] because (ax+3b) (2x+3)=1 where A = and b =…

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Q: ... liverpool.mobius.cloud 63% Consider the differential equation with the boundary conditions y = 2…

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Q: A point is chosen at random from within the circumcircle of a triangle with angles 45°, 75°, 60° .…

A: As per the question we are given a triangle with angles given as 45°, 75°, 60°, along with its…

Q: N 7. A. 1 2x²-1 8. A. I and II only If_f(x)== 1 B. 0 If 90°sin y COS X>COS y tan x<tan y B. I and…

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Q: 5) ARTSY PHARTZY Mr. Phartzy is an avid art collector. He knows the price of art fluctuates greatly…

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Q: In the next integral S substitution is considered 2x = 5sin 0, after performing the trigonometric…

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Q: If A is a subset of a me

A: Matric space

Q: Find plane area bounded by functions y = x,y = 3,and x = 5.

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Q: 9 F C a1 22 ak Pk ..... . n = P₁ P₂ 1 for i = 1, 2,... k.

A: Follow the steps.

Q: Let p be a prime and let G be

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Q: 1. sin xsin ydx+cos x cos ydy = 0 2. dr = b(cos Odr+rsin Ode) 3. x cos² ydx + tan ydy = 0

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Q: (a) Solve the following linear equation by Cramar's rule:-

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

Q: à matric space the union of two

A: Bounded set in matric space.

Q: Suppose p is true, q is true, r is true, s is false. Find the truth value of (~pvs) v (s^r) True…

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

Q: The following information relating to property plant and equipment was extracted from the accounting…

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Q: Given the sequence defined with the recurrence relation: ao = 1 ak = 3k-ak-1 +1 for k ≥ 1 Using…

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Q: g(x)]dx, (b> a), for all f, g € X. Show that (X, d) is a me

A: Matric Space

Q: . In a convex quadrilateral ABCD, there are given ||AD|| = 7(√6 – √2), ||CD|| = 33 5 $³3³, and D =…

A: note : As per our company guidelines we are supposed to answer ?️only the first question. Kindly…

Q: 5. The base of a right triangle is equal to the sum of the first ten, consecutive odd indexed in…

A: First ten consecutive odd indexed in Fibonacci numbers are : 1, 1, 3, 5, 13, 21, 55, 89, 233, 377…

Q: Find the Fourier series of the following function... -2 #<t< . f.(.t.) =.. ·2. - < t < 2. I…

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Q: 100 000 61 383 52 279 Find the unknown number in between 45 000

A: let the missing numbers be denoted by a and b. let us find them as follows.

Q: identify the statement that does not hold in a complete ordered field K and provide a…

A: A complete ordered field is an ordered field F with the least upper bound property (in other words,…

Q: Certain 4. The length of a IS The rectangle of the 1st nine consecutive geometric progression in the…

A: The Fibonacci numbers, usually abbreviated as Fn, are a mathematical collection wherein every…

Q: Q' (t) = (b) Find th

A: Note:- pound is also denotes by lbs.   Let Q(t) denote  the quantity (lbs) of salt at time t(min)…

Q: 2. 2x² -5x=10 Show by completing the square that the solutions to the equati ax²-bx-a=b are x=-1 and…

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

Q: Solve the differential equation (1 + e²/v) dx + eª/v (1 − ª ) dy = 0

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Q: 4) Let : Z--------->Z20 such that (x)= 16x; Show whether is a ring homomorphism or not

A: We will solve  (4) as you mentioned

Q: (x-1)dx +xdy = 0

A: *By Bartleby policy I have to solve only first one as these are all unrelated problems.These are all…