Budek (B) is a hypothetical quantity used to determine the presence of adamantium in exoplanets, which is basically the rotational wave it produced as it revolves about its parent star. If we designate an element Ax;, Budek is found out to be B = lim yix;Ax k00 i=1 An exoplanet has adamantium is the quantity 27(B – 1) has a value of greater than 100. Krypton, a planet in the where Superma came from, has a rotational wave described by the parabola y = -16 + 10x – x². If B is to be computed from the area bounde

Q: Consider the Seq. {an} Which Begins cos(3), Cos(7) cos(1), cos (14), cos (17) COs(3) 3. 27 81 243 a.…

A: We are given the following sequence an which begins with cos(3)3, cos(7)9, cos(11)27, cos(14)81,…

Q: Assume that your computer completes a 5000 equation back substitution in 0.005 seconds. Use the…

A: Given: The computer completes a 5000 equation back substitution in 0.005 seconds.

Q: Suppose that a change in biomass B(t) at tim t during the interval [0,5] follows the equation dB d…

A: The cumulative change in biomass in an interval 0,t can be found using the integral ∫0t2cosπ3xdx.…

Q: If y = cos ¹ prove Zyy + z = 0. )Z = (1 + i)(2-1)-¹, find |Z|.

A: Here given y=cos-1(z/x). We prove that zyy+z=0.

Q: Specify c-1, Co, C₁ and p such that the formula g′(s) ≈ k¯²(c_19(s − k) + cog(s) + C₁g(s + k))…

A: Finite difference is a method of numerical analysis which is used to calculate the derivative of a…

Q: If MZWYX = (13x - 7), find x.

A: As WXYZ is square then all interior angles of the square equal and its equal to 90 degree. ANSWER…

Q: cos(x ) + æ5.1 dx. )ln(1+x² 3 cos(x Evaluate 1+ el.61x – 68 - 3. answer

A:

Q: Solve 26

A:

Q: Ex. 26. If cos 50 = a cos 0 + b cos' 0 +c cos³ 0 + d, then (a) a = 20 (b) b = – 30 %3D (c) a + b + c…

A:

Q: D[Expf-3x] Cos(nt], {x,2},t]

A: Correct option is D

Q: Question 9 19. Se3z tanh(e3) In cosh(e³²)dz a. 1/6 (In cosh (e"))² +c c. 1/3 (In cosh (e))² +c b.…

A:

Q: Q3. Solve in terms of Bessel's function, the ODE: x²y" + xy' + ((Inx)² + y = 0 z = lnr using chan…

A:

Q: angular displacement

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Q: 4= sin |) + tan' l )

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Q: 11.1.5 Show that (a) cosx = Jo(x) +2(-1)" J2n (x), n=1 (b) sinx =2)(-1)" J2n+1(x). n=0

A:

Q: Cuestion No. 07. If $ (*>g>8?= 3x3y - Find grad $ at boint (1,-2,-1). 32

A: To find the gradient of the given equation

Q: Lim log cusm 1825. lconwnge 22 22 is me 2) 8.24.

A: The solution for the asked part is given as

Q: 22 2n 8.24. + 32 is 12 +4? then a2u + 3.19. u= sin 1 +tan! ty Du. by 1 Du

A:

Q: (15) Let 0 € (0,) and cos(0) = . Find sin(0) (Hint: sin² 0 + cos² 0 = : 1). (SHOW YOUR WORK)

A: Given data

Q: Which of the following functions do not form a set of fundamental solutions of y" - 4y 0 Select one:…

A: We will find out the required set which don't form a fundamental set of solution.

Q: Show that in (5.2) the average values of sin mr sin nx and of cos mI cOs na, m+ n, are zero (over a…

A: Given problem is :

Q: Find the result of the following logg 16 + log16 V8 – log64 V32 + log32 64 - Answer of the following…

A:

Q: 2. A periodic function g has a period of 8. If g(3) =-2 and g(7)=3, determine the following: a)…

A: we have g is a periodic function with period 8 . We have to find the following

Q: 7. Retermine whether the two *= 13 (mud 23) and x'= 15 (med) solvable . are

A: 7) as per our norms we have to write one question at a time kindly repost remaining questions.

Q: The solution of a vibrating spring problem is x=4cost-3sint. Let A be the amplitude and the phase…

A: Please see the below picture for detailed solution.

Q: 10 de cos(0) – 1

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Q: 7) The position in feet of an object that is attached to a spring is given by x(t)=-…

A:

Limits

When it comes to calculus, limits are considered to be a very important topic of discussion. The main importance of limit lies in expressing the value of a function as it gets closer to a certain value. Also, limits can help you to understand other topics, such as continuity and differentiability better. In a broader sense, every calculus notion is a limit. Other branches of calculus have also been derived from limits.