非常感谢朋友们 बहुत बहुत धन्यवाद दोस्तों SOLVE STEP BY STEP Let the curve parameterized with respect to the arc length given by: 4 F(s) === cos(s) i + [1 − sin (s)]) - cos(s) k -Find the torsion and the moving Frenet-Serret trihedron at each point of the curve. -Prove that this curve is a circle and find the coordinates of its center.

Q: (b) cosec 0 sec 0 cot A = 1+tan²0

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Q: 3 where 0<xS 5' sin x

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A: Put the value of r from equation 1 into 2 , Then squaring on both sides And convert into any one…

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A: The given function is fx=x2sin1xx≠00x=0. Check if the tangent at origin 0,0, as f'0=limh→0f0+h-f0h.…

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Q: A y = @ sin t. x.= @ cos t, 2 may as we , mod Auw zw sword Supomoso jo uogonba ay puny

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Q: Questi In Newton's Law of cooling, Select the correct answer. dT t =k(T-Tm) the constant k is a. a…

A: From the Newton's Law of Cooling, dTdt∝T-Tm which implies dTdt=kT-Tm where 'k' is proportionality…

Q: Explain the maths simply!

A: We have to explain the math done in the given image.

Q: du frmila Answer Cot x dx asıntx-i Arc sec (3sinx)+C ?

A: Let I=∫cot xdx9sin2x-1. Use cot θ=cos θsin θ to rewrite the integral as the following. I=∫cos…

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A: See this solution in below.

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Q: Find the area and arc length 1) 11 ft 3) 315 16 ft

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Q: • sin 0 r cos 0 dr do.

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Q: F/ prove JhaT cosh(z1+2=)=Coshz.coshaa + Sinh2,Snhze

A: Note: You have not mentioned which question to be solved. Here we are providing answer for 1…

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A: Here, the angle is Here, given that,

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A: In this question, the concept of the average rate of change is applied. The average rate of change…

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A: Due to Bartleby answering guidelines I have solved only first question with first three Subparts.

Q: What is the lenght of the arc of the circle r = sin 0 that remains outside of the cardioid r =1- sin…

A: The graph is as follows