Evaluate Sm e" dæ. • 2 does not exist (diverges)

Q: E Fine the lowing SWAWSFSS t forattete grad meghit of a fa afal compase decompose 8orea

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Q: ds 4. Evaluate s = In cot 20 in terms of de

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Q: If DB bisects Z CDA, then Z? = L_?_.

A: Given is that DB→ bisects ∠CDA. the bisection means dividing an angle in two equal parts.

Q: 00 is inscribed in AABC АВ 3D 9, ВС %3D 13, АС AD, BE, FC Given: = 10 F Find: A E D B

A: Given, AB=9 BC=13 AC=10

Q: eferaine the radiea) of the constint e for whichiscentinuos on Eo, 00) if n<a 2n +4,if Y2

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Q: b) Prove Y)- min (t, Ye, Kg) is a UMVUE of o non

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Q: Prove that I(e) = dr, e> 0.

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Q: o From where to where is the red bird in the air?

A: Bird is in the air, means the bird has been flying. From above given diagram, the bird has been…

Q: 2 write Dirac Delta beinction and it's laplace trans forms.

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Q: art J K

A: j) the mode of the data is 11.5 and it is repeated 15 times in the data

Q: Construct the fundamertal soluton G(x, E) -?G= S(x- E) X, E ER? with, as x -E00 or

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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: egral o dy = E

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Q: a) E = IN x IN; (a, b) R (c, d) → a<c

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Q: 19. f' "'In rdr r'In r dr

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Q: Fiven: LM NO; ZLMO = ZNOM Prove: LO = NM Reasons

A: Given that: LM=NO, ∠LMO=∠NOM

Q: 1. Evaluate o In dx

A: ∫01ln(1x)dx=∫01ln(1x)·1dx            I           II=ln(1x)·x-∫11x·x dx01

Q: locally Lipschitz in (t,x)E[a, b]x D.

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Q: 4. If E(R) exists, show that |E(R)| < E(|R]).

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Q: 10 et e dy Jo e® + e-®

A: Since dy is mentioned in the integral and the integrand is a function of x, it is possible that the…

Q: en Gx) show that GCxx) = to is a t Slution to x y" + Cy')a = c

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Q: Prove that CP PS AM BN 9. MQ NR

A: Consider the equation

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

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Q: Find z when In z = e – nj

A: Complex number

Q: (a) /3yin In (g) dy

A: First remove the constant and then substitute the formula by integrating by parts and then simplify.

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

A: Find your answer below

Q: al HL b7 SAS C) NOt Co ng ruent

A: We will prove what relationship these two triangles have.

Q: which of followimg soflances converye gnd which dir erye ern h-2htl

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Q: Compute the given fac re dx %3D

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Q: Let S be a randor mpute E(S|Z).

A: Here S be a random variable with P(S&gt;t)=e-t where t&gt;0 let Z=min(s,t) hence P(S&lt;t)=1-e-t…

Q: y'= 2. Ty- dExouine the ad unigeness exiDtnce ot the Jolution of the,equotion sotistying the grn=2…

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Q: リ この Shmo that e す。 are soluting of I

A: Note: Here, we will consider the differential equation y'''-6y''+11y'-6y=0....(1) instead of…

Q: Evaluate (x+ V1- x²) dx modd ear od wod woml bre hJo 1osr esirmol lesgsta odinia by interpreting it…

A: The given integration is: ∫01x+1-x2dx To find the value of the integration.

Q: 3. ncnt) use PMI to prove that E

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Q: 2. Find the exact \ength af the following curvis

A: Arc length L=∫ab1+dxdy2dy

Q: Evaluate tne below exprassion using De Moivres meorem-

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Q: Show that the D.E 7 sotu neous dud fiend the perticular ven the bocundany home (endition.

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

Q: Je find The general Solutivn od DiE+

A: The detailed solution is as follows below:

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

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Q: Show that if E,=1 a, diverges, then En=1 | |a,| diverges. %3D

A: Given, We want to prove that

Q: Find an expression of for y = 2*ev*, Hint: (a*) = a* . (x) · In a

A: We can find the derivative as below

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

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

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Q: %3D in Fin d E(S an d Var(s)

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Q: (6) If u, = x-Pa(x)Pn-1(x) dx, show that nu, + (n – 1)u,-1 = 2, | and hence evaluate u.

A: To get the desired result first we will the recurrence formula for pn(x). Then after simplification…

Q: Slove the d,e,f part

A: Instruction : Solve the d,e,f part Given Data : d)  Frequency Distribution Table   Class…

Q: Result n! de!... dn! Sn has permutations of ky pe [1i2* nte]

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