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

Q: If y= sin?r+ tant, x=- In(-cost) – esinr, find the value of y' when != A zle? 2 2/3 B D 2+ /Ze V? E…

A:

Q: If y = sin?t+ tant, x=- In(- cost) – esinr, find the value of y when t=. A ... В 2+ Vze V? D

A: Solution:

Q: t? – TVE+ vt csc(t) - dt e® tan (e“) dx J Vsec² (e=) – 7

A: The given integral,   ∫t2-πt+t csc(t)tdt Note:    Multiple questions are given, we are able to…

Q: 5/298610/take Question 11 In the diagram below, JK is tangent to circle M. Answer the following. If…

A:

Q: Ɔ) = 1, the solu %D dy + 4 + 4 dx

A:

Q: 1. V dr sec valuate- O arcsec (arcsec,/r) + c C. farcsec? /r 1 c arcsec'z + c Б arcsee? т Iс

A:

Q: Which of the following is not in the domain of cot(x)?

A: We know that,                          The domain of cot (x) is all real number except x ≠…

Q: Qoi Find y if 4+4 Cot zo

A: Given  r = √( 4 + 4cot2θ) To find y

Q: FIND DY/DX OF THE FOLLOWING 4. y= cot (1+e)

A:

Q: a+ J a*dx Ina+e True False O

A: We have to check

Q: ev dx is equal to which of the following? Using the substitution u=v .2 B 2 e"du 16 © 2 e"du ,2 e"du

A:

Q: 3. (e* cot y + 2y csc y)y' = –e™

A: We Know that Integrating factor is defined as the function which is selected in order to solve the…

Q: dy + 2xy? = 0 dx

A: We will first write the given non linear differential equation in rearranged form then we find the…

Q: 1. Use the formula for arc length to find the value of the unknown quantity: s= r0. a. 0=36°;r-12cm…

A: topic - arc length

Q: For y = arccot(7 e*) dy da

A:

Q: y'= csc x + y cot x

A:

Q: 1.2e*cotydx + (1 + e*)csc?ydy = 0

A:

Q: y²dy = x(xdy – ydx)ey

A:

Q: Questiont. Sinta) dx Calalate the atgal to faur digite.

A:

Q: If a e" sec 0, y = e' tan 0, show that Hr,e) (r,0) 1 (1,y) E E E

A:

Q: Question 2 Evaluate: J y* sech (e m)tanh (e ), 7Iny @ -ch(v^) +C B) None -ech-(7) +C 7 ® ech (»*) +c

A:

Q: 177 Give the exact value of Cot

A: You must have the idea of basic trigonometric formula.

Q: are cot y dy y³

A:

Q: Suppose d a e R, where a > 0, a ± 1, what is (a*]? dx

A: Given,            Supose a ∈ R, where a>0, a≠1.To find : ddxax

Q: Evaluate S cot? (r) sec (x) dæ

A:

Q: 4 Tt /4 * tan*x sec*x dx

A:

Q: Ex: Salve the equation ofD-o Pelatermeth dy inzx

A:

Q: 10.) ſcsc?xsin(cot.x)dx

A:

Q: If y = e then y – y' + e*y is equal to %3D eet

A: Since you have asked multiple questions in a single request, we will be answering only the 1st…

Q: dy : Find for y = cot (4 – 2²). da

A:

Q: Given LM tangent to OC at point L, which is an expression to represent mJK ? K a° M

A: We have the given figure as The inscribed angle theorem states that an angle θ inscribed in a…

Q: Find the length of L of the Curuc R Ct) = e2* cos (E) î +e?* sin (t) ĵ +ea* 1tsin (t) ĵ teat Ŕ over…

A:

Q: Eliminate the parameter t in the following. x = 4 csc t, y = 4 cot t

A: Given,x = 4 csc t, y = 4 cot t  To be found : eliminate the parameter t in given conditions

Q: d = e*, we must have that fe'dx = e*. Since dle)=e", %3D

A:

Q: dr Find of r = (csc 0 + cot 0)-1? de

A:

Q: Solve the following DE 3 X dy %3D

A:

Q: If y= sin?t+ tant, x= – In(– cost) – e inr, find the value of y' when t= 4 A VEle 6 2+ Vze vz 2-Vze…

A:

Q: evaluate

A: Let's call this integral as I. Let's group the like variables and cast the integral as shown below:

Q: e) Find y" given cot(3x - 1)

A:

Q: TT secx dx cot 3x

A:

Q: ar/ Find the Particalar fntegral Por the gue differestial アration te dzy + 16y= e + Cos 40 dx2

A: 2)

Q: S (1 – cot² x) dx b)

A:

Q: which of the following is equal to ITe dx? Vite ex 3 A.2 (22 - (1te")

A: Given,∫10 [√(1+e-x) / ex  dx] Substitute (1+e-x) as t

Q: 1. AB and AC are tangent to 00 at B and C. If mBC = x, then m LBAC = (С) 360 - х %3D (А) x (B) 180 -…

A: Given a circle with center at O and there are two tangents at B and C from an external point A. Also…

Q: If y = tan u, u = v - and v = In x, what is the value of at x = e? dx sec?e 1 O Option 4 O Option 3…

A:

Q: Question 20 Evaluate: o So So (x+y+2) dz dy da

A: In this question we have to solve triple Integral.

Q: Evaluate cot r csc® z da

A: When we perform integration without limits it is known as indefinite integration, it is the reverse…

Q: ryz xyz dx dy dz JO

A: To evaluate: ∫02∫1z∫0yzxyz dx dy dz