Are X and Y independent rv’s? Explain.

Q: u = arctan(ryzw), calculate дуди Given that u

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Q: What predominate intermolecular force is in HCI? dipole-dipole O London forces hydrogen bonding

A: Knowing the involved in a compound can be used to determine different information such as the molar…

Q: find S z (Inz)? dz

A: Given,            ∫zlnz2dz

Q: GIVEN: RT = RV TS =VS PROVE: ZRST = ZRSV

A: Given that: RT=RV, TS=VS

Q: ase implicít diferen tia ton to fin cly I d X

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Q: E valuate sin" e cae de

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Q: What is the main difference between Jacobi's and Gauss-seidal? Select one:

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Q: 5. If u = e1#1+az#2++anIn, where a² + a³ + · ·..+ a = 1, show %3D + = U dx?

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Q: WATE [z cot FI dz

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Q: Approximate the measures of center for following GFDT. Dat.

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Q: What does dm(u, v) measure?

A: It measures the max norm.

Q: Sdlue, the fodlowing intial volue problem. 3 סה .*< סרא de. the solution is ?

A: Solution

Q: Describe the interual(s) on which the funchion is continous. %3D XA

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Q: chicles, bility that all the local tourist. vehiole

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Q: ind the mt gewal antiderivative.

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Q: Prove thiat dx Ś (areten()) ) = し 4+X

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Q: OProve that (r=s)Er S is toutology?

A: The objective is to prove that r≡S≡r↔S is a tautology.

Q: find the area of triangle between V and W YA (1, 1, 1), V W

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Q: o. Arctan (z, +z,) p. Arcsinh (za - z,)

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Q: In the diagram, KL = NR and JL MR. What additional information is needed to show AJKL = AMNR by SAS?

A: Given△JKL and △MNR

Q: EsLimate the integra Sind dy usng Composile trapezodal nule with pate

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Q: Find -&gt; arc JK -&gt; arc NJ -&gt; arc JL

A: Please see the explanation below.

Q: what will be the valid conclusion for the given hypothesis: "f U is the midpoint of HT Then HU TU…

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

Q: s show that: sinhCA+B) = SinhA. cush B + Cosh A. simhB

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Q: O Deltarentiatk with respect () Singe (X+1) (x-)

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Q: tain we and tangent together. 6. у %3D (х — 1)? + 1, (1, 1) 1

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Q: If u= In x, then 1- (In x)2 dx=?

A: Find your answer below

Q: Compute the given fac re dx %3D

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Q: What is the main difference between Jacobi's and Gauss-seidal?

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Q: ZFAC and ZCAD are adjacent and AF and AD are oppo- site rays. What can you conclude about ZFAC and…

A: Given: ∠FAC and ∠CAD are adjacent and AF→ and AD→ are opposite rays. To determine: A conclusion…

Q: Let z = 6exv , find dz %3D

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Q: If e is the angle between the two regression lines of y on x and x on y. Then 1- 7? 2. X y prove…

A: For the provided lines with defined slopes of m1 and m2, the acute angle (defined as θ) is given as:…

Q: Diffirentiate 4=V sec? (St?)

A: Write the given expression using exponents, the apply the power rule

Q: - seyi + avīj + () dt = 3 3

A: We have to perform integration by parts and then insert given limit

Q: Evaluate: |2 esin dx, for n=8 using (a) Trapezoidal method, (b) Simpsons Method

A: The given problem is to evaluate and approximate the definite integral using Trapezoidal method and…

Q: Find the concevity. point of infleetion, of fluj n=770 Also explain it jeometrically

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Q: Je find The general Solutivn od DiE+

A: The detailed solution is as follows below:

Q: Find the Laplace trans farm Fis) = 4 (5+4)²

A: Given

Q: If u In x, then 1-(In x)2 dx =?

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Q: Determine the values of x and y to justify that the quadrelatiral is a paralellogram.

A: Since, in paralleogram the opposite sides are equal to each other.⇒x-5=10⇒x=5+10⇒x=15

Q: - [Mesin(2x) dx = esin(2x) + C_then the Mis equal to +C,t

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Q: tan What is the exact value of sc wdw ialuulexalu fXis thrali

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Q: e? If u= In x, then 1- (In x)2 dx=?

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Q: Which of the followings is/are spring of constant radius? Choose all that apply.

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Q: "ind the orthogonal compliment to S = span{

A: Here we have to find the,

Q: mith Exe:- Jk +3 - tyk+Z +ZYkxi +36Yx =1+2

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Q: Construck the bruth table Cass mb ) ACc>a) Comment on resu lt. your

A: The given statement is: a↔~b∧c↔a

Q: Is z=xcosϕ ?

A: To determine whether z=x cos φ.

Q: 2. A telecommunications company claims that senior high school students spend an average of 20 Php a…

A: As you have posted multiple questions, we have provided answer for first question only as per our…

Q: evaluase the ir Jegral selgral, Do nst gre PpAximaドrs e dx et

A: We need to evaluate the following integral ∫e4x - e2xexdx

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.