sec 2. 5-Seck secx XP

Q: omplete the term-coefficient-degree t yA - y3 + 15y2 + 2y

A:

Q: 1 Ca) dt 9 + 16t²

A:

Q: d (t2 sec(t)3' E Please select file(s) Select file(s)

A:

Q: Stan5 x sec³ x dx

A:

Q: dy +y=e' xp

A:

Q: Evaluate sec(4x) tan(4x)dx Select one: sec(4x) a. +C sec(z) b. +C 4 C. sec(4x) + C d. 4 sec(4x) + C

A:

Q: t dt 108.

A: Topic:- integration

Q: Evaluate fA x sec²x dx.

A:

Q: Sketch r:

A:

Q: C7/4 sec? a da = F(x)

A: We know that ddx(tan x) = sec2x Thus  ∫0π4 sec2x = tan x0π4

Q: h(x) = sec 6x

A: To graphy=sec6x

Q: .Q) Find sec-1(sec(180)) 180 60

A: To find: sec-1sec180

Q: (d) tan 꽃 3

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

Q: Stan² 2x secex dx 3

A:

Q: 33. d dt 10+1

A:

Q: S csc-2a(seca)-da

A:

Q: an 2z sec 2zdz

A:

Q: tan = {- ). tan y 8 = tan e = tan e tan e y

A:

Q: dx Evaluate xVx2+1

A:

Q: 6 - 7z + 5) dz Find Preview +C

A:

Q: 17. y = sec( x+ 4

A:

Q: Jo tan 5v sec 5v dv

A:

Q: sec³ xdx

A:

Q: DLim (sec 2x).

A:

Q: ·Sa 20. x² dx (x − 1)(x² + 2x + 1)

A:

Q: If h(x) ,9 sec ( 13x) e find h'(x)

A: I have written the formula in the side of solution steps.Box is required solution.

Q: 28) y = tan-1 /3x

A:

Q: 2. secx d X secx

A: ∫sec2x5-sec2xdxPrepare for substitution, use:sec2x=tan2x+1

Q: csc*xdx 4. . Stan*xsec*xdx 5. cot*xcsc*xdx 6.

A:

Q: sec2 2X ton 2x ok At ton ?2x

A: Find the integral

Q: sec xdy – 4sin xsec ydx = 0; y 2 2 II

A:

Q: (t+6)2 dt

A: Given,

Q: du 17. t = t² + 3u, t> 0, u(2) = 4 dt

A:

Q: (3t – 1)66 dt

A:

Q: 5) Stan*x sec®xdx

A: We can find the integration as below

Q: part

A: Here part C and D are both same.

Q: sec'xdx

A:

Q: dy un 3 sec2 5x, w dr

A:

Q: -7 dx Vx-9 3

A:

Q: 2. (sec 5x t C9C 5x) dx

A:

Q: 12 -6x dx 15

A: We are asked to solve the indefinite integral. The solution of the integration is as follows:-

Q: sec x dx 5.

A:

Q: r = sec 0 csc 0

A: In this question we have to simplify the trigonometry expression for r.

Q: Evaluate sec? xdx \3/2 96. '(1–4 tan x

A:

Q: d) y" -ry +3y = 0 %3D

A: Using power series method.

Q: | dr In (t² + 1) dt.

A: We will use the formula ddx∫a(x)b(x)f(x,t)dt = ∫a(x)b(x)∂∂xf(x,t)dt+f(x,b(x))b'(x)-f(x,a(x))a'(x)

Q: 2. TEノ %3D

A: We are asked  find the critical points.

Q: 3 sec 4x tan 4xdx 9/1 T/12

A:

Q: sec 2x tan 2xdx 7. 100+4 sec 2x

A: Since you have posted multiple questions i can do first question as per our company guidelines…

Contingency Table

A contingency table can be defined as the visual representation of the relationship between two or more categorical variables that can be evaluated and registered. It is a categorical version of the scatterplot, which is used to investigate the linear relationship between two variables. A contingency table is indeed a type of frequency distribution table that displays two variables at the same time.

Binomial Distribution

Binomial is an algebraic expression of the sum or the difference of two terms. Before knowing about binomial distribution, we must know about the binomial theorem.