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Q: 7) S fysinx'dxdy 1 ans:- (cosl–1) 6 4 -y

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Q: 3 Evaluate e*+y dxdy O e4 – 2es – 2e³ - O es – et – e3 O es – 2e4 + e3

A: Integrate in the given order and put the limit one by one.

Q: S' SI S*** 12xzdydædz=? I+z O a. 2 O b. -2 O c. 1 O d. -1 O e. 0

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Q: Sotve (D + 1) y = 0, t> 0, ify=yo when t= 0

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Q: (3= +2021) (e금 + e) de +ez-) dz =? 2=4

A: The given integral is ∫z=43z+2021e1z-3+e1z-2dz. To find: value of the given integral. Formula used:…

Q: (1) Find an element r E D4 such that DaH R90 = V. %3D

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Q: M K.C. aw Мо (1 - К-аш)- (1 — К-аш + С. К.аш)

A: Given,            MM0=K·C·aω1-K·aω·1-K·aω+K·C·aωTo find : Derive the equation for C.

Q: 4. (a) In O0, if L AOD = 50°, find 4 CBD. %3D B D C.

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Q: 2 If In(ax)dx = 2, then a = 1 es 4 4. O None e3 4. 4

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Q: -4 c4x Evaluate . So S dydx.

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Q: 4. Evatuate E Jitxe dx dy answered you to draw.

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Q: S - dz = In|e +5| +C %3D O True O False

A: we know that ∫f'(x)f(x)dx=log|f(x)|+chere f(x)=e3x+5        f'(x)=3extherefor…

Q: Q28- The value of e-(In+1 )n is a) (-1)" e--1 b) (-1)"e" c) (-1)" e-+1 d) (-1)" e-"

A: We have to find value of  e-(in+1)π

Q: Q D 2. Identify the missing information necessary to prove that TV 1 SU S O <SVT ZUVT O ST SV ST UT…

A: Given:     Triangle Figures is given

Q: 2 If [ In(ax)dx = 4, then a = 1 es 4 O None eo 4 e4 4 4

A: Basics of Integration are used.

Q: 3. A populatian of NE7 scares na 3 a meañ of H=13. Wnat is the alve of Ex for this popuation ?

A: We have given that, A population size N=7 and Mean μ = 13   Mean μ: It is the sum of total…

Q: 7) [ysin x'dxdy ans:(cosl-1) 6.

A: We use change of order of integration method to solve the given integral. We change the order  dxdy…

Q: d(a*) Suppose a ER, where a>0, a 1. what is dr A a*- In(a) B xa*-' · In(a) D xat-1

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Q: r* – 2 Show, using the definition, that is O(z²). z +1

A: Here, To satisfy the definition of O(x2), we need to find an appropriate choice of c and k.Let’s…

Q: D If/2ty -P and 25=n(ytoc) n-T s in terms of n and P express only MS

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

Q: v at a = -11 since,

A: We have to choose the correct option according to the given condition

Q: Explain why AGHL ~ AGJK K I UE E

A: Explain the similarity

Q: ax + by + cz + dq = 0 ,ax + by + cz + d2 %3D

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Q: dm on dn = n? m n +

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Q: V Show a c om le te solution 1/ 7 - +2

A: Given: -

Q: en b. In³ + n)n%=1

A: Explanation of the answer is as follows

Q: O N (AT) = R(A)-

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Q: 4. R T U. 42 S. mRS = 171°

A: As per our guidelines we are suppose to solve only first question if the multiple questions are…

Q: S dy ² + 4y+20) ²

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Q: 2 If [ In(ax)dx = 4, then a = 1 es 4 O None e6 4 e3 4

A: e^5 / 4

Q: dx Evaluate S o 9x2+4

A: Solution is given below:

Q: What is the average of 3/8 and 0.025? A O 0.4 0.175 CO 0.2 1.89

A:

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: 4 GuNeer that K 9 laJ ) ficed fle xale of K 2 5,

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Q: Which of the following statements is INCORRECT? (8х - 24) 40 Туре А, В, С or D E (6x + 10) O A. FE =…

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Q: (エ+1)n n=D1

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Q: 1 y 21 In(t), t > 0. 2.

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Q: Solue the differeulial equalion dy +9-é^ Cosre zo yo) =0. 2. by csing milne's methad with h = 0.1.

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Q: 8. f Flnn) = ( uv, u? v³) O Find d5 O Find 元s %3D

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Q: dx Evaluate xV x2 - 4 TT 2 4 O O

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Q: 7. Find k so that dx ke + C.

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Q: 3 Reverse the order of whyndien of ? X (6x-2) dyds x- 4

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Q: Is AXYZ ALMN? Why? N X N Y L N M DISM

A: To identify whether the given triangles are similar or not.

Q: toxyız)=e xehe of Lexe fie rehe rexe

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Q: Evaluate n e? dz where c:z-1=3 (z+1)

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Q: 4y – 3 51 54 D 57 S. 17х + 3

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Q: 8-2 ニ デnd av =? ジ うy av =? at the 20号 2マ = ? 293 proint (い) =ク a9, 292 =? =?

A: As per guidelines we are supposed to solve only first four subdivisions. Please repost other…

Q: Suppose that you want to test H,:P-0.55 against H,: P + 0.55. The appropriate criti values are A)…

A: Given hypothesis test whether the population proportion is 0.55 or not.

Q: 14. If u(x, y) = x² cosh(xy² + 1), evaluate in the simplest term the expression ди ди 2x - y- əx ду

A: Given u=x2coshxy2+1

Q: If dy4 then 3 meN such that d- 634

A:

Angles in Circles

Angles within a circle are feasible to create with the help of different properties of the circle such as radii, tangents, and chords. The radius is the distance from the center of the circle to the circumference of the circle. A tangent is a line made perpendicular to the radius through its endpoint placed on the circle as well as the line drawn at right angles to a tangent across the point of contact when the circle passes through the center of the circle. The chord is a line segment with its endpoints on the circle. A secant line or secant is the infinite extension of the chord.

Arcs in Circles

A circular arc is the arc of a circle formed by two distinct points. It is a section or segment of the circumference of a circle. A straight line passing through the center connecting the two distinct ends of the arc is termed a semi-circular arc.