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Q: S = {n? : n € N} is denumerable. %3D

A: An Infinite set is denumerable  if it is ,..... equivalent to the set of natural numbers.  Here the…

Q: HiW #L مار مرف المصار let xbe apiv With Pef x70 Fnal the

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Q: write.u=aj+4k.as.a.sum..a.vectur.paralle!.b and.a.vecto.onthogunal.to. Vi+tj

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

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Q: Let 21 = 2+ j3 and z 4 j5. Evaluate

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Q: B increases as µ deviates from µo when Ho is false True O False

A: The provided statement is "False".

Q: L{cosh 3t} = %3D s2+32 Select one: O True O False

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Q: 9) For ealh of Sum or determine that it A) (-2)プ 5h hzo B) a (-2)"32h 2nt1 (Ttuと

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Q: Use a separate sheet of paper for #3. Evaluate using an appropriate substitution. re2 In p dp-

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Q: Q:- Show thet B(n, n) B( n+on+=2 1-40

A: The solution is given as

Q: ind the general so lution of the differlential eguation

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A: From the given figure, Distance between P and K is equal to 10-2=8 Distance between S and K is equal…

Q: b. Write the set of natural numbers less than 23 needed) orete answ ers aS

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Q: What is the order of in GL2(R)?

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Q: Stafe endwer, your or The exply sef is th comneded.

A: The empty set is path-connected. The above statement is  TRUE.

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Q: Q3: Prove that (9":n e Z) (3":ne Z) but (9":n E Z) (3":n E Z).

A: We have to prove that 9n:n∈ℤ⊆3n:n∈ℤ but 9n:n∈ℤ≠3n:n∈ℤ

Q: o (n) t (n), for n= 4568 68662 68660 68640 68642

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Q: L{cosh 3t} = s2+32 Select one: O True O False

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Q: Is Q closed over multiplication? (Y/N)

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Q: llowing is true for the ser 8 Σ n=1 n 2n + 1 = others to 2 to 1/2

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Q: Chow that ॥२ + १n + 3 (nt) (2nt3)(2nt5) (nt 4) 36

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Q: Let μ = E(X) and o² = Var(X). Choose ALL which, you think, are correct. 5 562x

A: Here given  μ = E(X)  and σ2 = Var(X)

Q: ® Find such that a hon-zero ordereol pair, AX=6X For 7 2 A = 4 14

A: Non zero ordered pair

Q: (c) Use a calculator to verify that x = 62, x = 10 = 1042, y = 650, y = 95,502, and xy = 9,765. %3D…

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Q: Suppose that fis)-\,P(G)=3,965 ond a'5)=8. Find the fllowing voiure

A: The rules for differentiation for functions f·g and fg are as follows. fg'=f'g+fg'fg'=fg'+f'gg2 The…

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A: We have to explain why angle 3 and angle 7 not parallel.

Q: ind p hat if x is 7 and n is 10

A: The provided information are: Number of success (x) = 7 Number of trials (n) = 10

Q: If thé numbér óf rst question:- nts is (100 students), (90 stude eded in statistics and (80 stude ed…

A: NOTE: As per the guidelines, we are supposed to solve the first thee sub parts only. 1).Given:Total…

Q: (b) Evaluate Jo 4 da using Simpson's one third rule with 6 intervals.

A: To find the integration by simpson's rule

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Q: It S, ving R is a subuing of , and S, is subning of ving Re sulbring of ning a show that SixS, is…

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Q: - Show that (for n = 0, 1, 2, ..) (a) F(-n, b; c; 1) = - (c-b)n (c)n

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

Q: fin afunction fEt) suca th hat +cast and such that and Y0)=2

A: Given differential equation is  d2ydt2=t+cost               1 Initial conditions are y0=1,  y'0=2…

Q: (cosh(2a² + 5))' = 4xsinh(2a² + 5) Select one: O True False

A:

Q: Select all that apply Which of the following intervals contains both the integers -1 and 3? (Select…

A: To answer the given question we shall use the following definition of intervals                 a,…

Q: Find the Q1, D1, and P40 Scores F 95-99 10 90-94 20 85-89 25 80-84 28 75-79 12 70-74 8

A: The following data is given: Scores F 70-74 8 75-79 12 80-84 28 85-89 25 90-94 20…

Q: The numbers 4 claims fied by the three meubers q a year family Child in a qiven (Mom,' Dad and has…

A: Hello! As you have posted more than 3 sub parts, we are answering the first 3 sub-parts.  In case…

Q: Ex: estimate the In2 using linear interpolation.using 1) In 1 = 0 ,In 6 = 1.79176 %3D 2) In 1 = 0 In…

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

Q: ered are arranged three sets as föllöws! A = {multiples of 2} B = {multiples of 3} C = {multiples of…

A: Hi! Thank you for the question, As per the honor code, we are allowed to answer three sub-parts at a…

Q: j) Is there a number n with the prop- erty that f(n) +2=5?

A: Given: There are 10 peoples in a line. Let A=1, 2, 3, 4, 5, 6, 7, 8, 9, 10 and f be a function that…

Q: g mall, restaurant c

A: Given, in certain shopping mall, restaurant charges are  125 150 200 165 175 190 230 180

Q: Qf find TheeVen andodd parts. cach of The fallowing funtions

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Q: which of the ing havume he

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Q: ind for by Implicit differchtioution 2(xu)

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Q: Perform the operation (R4 - R1) on R4. 10 0 0 1 0 글 : 10 0 1 1 3 2 307 (R4 – R1) → o 5 10 : 3416 R2…

A: Given:

Q: that the from F, wherd Fron 4445,F).

A: F≈GL(5,F) F≈GL(5,F)≈z2x<x2+x+1> F is also a field of type z2x<px>

Riemann Sum

Riemann Sums is a special type of approximation of the area under a curve by dividing it into multiple simple shapes like rectangles or trapezoids and is used in integrals when finite sums are involved. Figuring out the area of a curve is complex hence this method makes it simple. Usually, we take the help of different integration methods for this purpose. This is one of the major parts of integral calculus. 

Riemann Integral

Bernhard Riemann's integral was the first systematic description of the integral of a function on an interval in the branch of mathematics known as real analysis.