tan X 35 Y X- 12 37

Q: tan x

A: Given y = tan x1 + tan x

Q: tan? x 1+ 1+ sec x

A:

Q: a) Tan 36° b) Csc-23°

A: Given, a) tan(36o) using calculator value of tan(36o) is tan(36o) = 0.7265

Q: tan(-212°) = _____. -cot 32° tan 32° cot 32° -tan 32°

A:

Q: O x = 8 tan(0)

A: Given that : The integral is ∫25x2 x2 + 64  dx .

Q: Sin X = 20 16 12

A:

Q: 15 sin0 = 17

A: Given data:     The given value of the trigonometric function is: sinθ=15⁄17.   Calculate the angle…

Q: 20 Y 2. Sin X 15 25

A:

Q: find the derivative

A: To find the derivative of the given function

Q: 20 -1 3. sin

A:

Q: 5 sin (x-4o°)-3.5=0

A:

Q: Verify the identity.

A: We have the given identity as tanx+3π4=tanx-11+tanx As we know the identity…

Q: tan x + √ 3 = 0

A: To solve for x.

Q: 5. (6 points) (x) = / tan"' (3x")

A:

Q: tan(0)=31/32

A:

Q: Establish each identity.

A: Given: L.H.S=tanθ+cotθ We can write it as, tanθ+cotθ=sinθcosθ+cosθsinθ=sin2θ+cos2θsinθcosθ=1sinθcosθ

Q: simplify. 2 tan 15° / 1 − tan2 15°

A: We know the formula,  Tan(A+B) = (tanA + tanB)/(1-tanAtanB) Replacing B with A, Tan2A =…

Q: tan(x+D Dlim

A: We have to find the value of limx→-1tanx+1x+1. If we substitute x=-1 in the function, then we get 00…

Q: 8 tan x = 24 tan x

A:

Q: Establish each identity. as attached.

A: We know that, tanA+B=tanA+tanB1-tanAtanB        ⋯⋯1tan3A=3tanA-tan3A1-3tan2A      ⋯⋯2 We have,…

Q: tan² 0 – sec² e :

A:

Q: an^-1(tan(4))

A: Giventan-1(tan(4))

Q: 13n sin sin 12 12 II

A: Since sinAsinB = 1/2 (cos(A-B) - cos(A+B))

Q: 11 sin 12)

A: Given,          ∫t11sint12dt

Q: tan x = 5

A: Here the function given is tan function. The blue of tan repeats after 180 degree I.e-…

Q: 7 sin 20 + 3=

A: Given: 7sin 2θ+3=0 Where 0°≤θ≤360° To find: All the angles.

Q: S 5 sec²(0) tan²(0) 25 - tan²(0) de

A:

Q: 5 sin(36)

A:

Q: A x = 20 • tan 40° tan 40° 20 B 20 40 © 20 tan 40° 20 tan 50° x =

A:

Q: dr 10. dr 11. (x – 1)2 12. sec 20 tan 20 de

A:

Q: tan-1[tan(-5pi/17)]

A: We have to find the value

Q: 18tan rsec 16. (2+tan' x) -dp-

A: Given integral: ∫18tan2xsec2x2+tan3x2dx Substitute u=2+tan3x and differentiate it w.r.t 'x'…

Q: tan 0 = √3 O -60° and -240° O 60° and 240° O 120° and 240° 300° and 240°

A:

Q: tan @ 240

A:

Q: tan X-1 hing X - 7

A:

Q: V3 tan 0 = 3 0 =

A: Topic-trigonometry

Q: 27 元 sin +icos- 9. 9. ||

A: The given expression is sinπ9+i cosπ927.

Q: 15 r= 5 - 10 sin 0

A: Given :- r = 15/(5-10sinθ)  To find:- a. Determine whether the equation is a parabola, ellipse, or…

Q: 13) sin 0 12 13

A: Sin of an angle is the ratio of opposite side to the hypotenuse of the right angled triangle. If we…

Q: tan x = 1/7

A:

Q: (2л — 5)sin(4a)da - 8

A:

Q: sec? ede 2. tan' 0+9 tan e

A:

Q: az Q1: Find ду if you know that: z = x³ y? tan(x-2e*y*)?

A:

Q: 10. 6 tan² x– tan x-15=0

A: 10.  6tan2x-tan x -15=0

Q: V3 13) tan 3.

A:

Q: . 27. sin (30) = -1

A: you can clearly understand if you follow the below solution

Q: tan° (x)-9 tan(x)=0

A:

Q: Find the exact value.

A: Given: a.tan330°b.tan-225°

Q: Rewrite sin(x+7π4)sin(x+7π4) in terms of sin(x)sin(x) and cos(x)cos(x)

A: Given: sinx+7π4 To find: Rewrite in terms of sinx and cosx.   Required formula:…

Q: 6 - 6 tan (x+3)= -12

A:

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.