5. y=2 sin 20; 0=0,0=

Q: If y = tan?[sin³e]? y' will be equel to 2.834 × 10-3 at 0

A: Given: y=tan2[sin3θ]To find the y'=? at θ=π6

Q: Show that 0=30° is a solution to (sin 0)sine 4. 1 5/-

A:

Q: 3 Find sin 2x, cos 2x, and tan 2x If cosx= and x terminates in quadrant II. sin 2x cos 2x tan 2x

A:

Q: 28. tan (2x) sec (2x) dx

A: follow the procedure given below.

Q: Compute : exp(i sin(e¬ni)).

A:

Q: 4) Find the exact value of sin 420 cos 12°- cos 420 sin 12°

A:

Q: 3) If the velocity of a particle moving along a line is given by v(t) = cos = COS 2t), which…

A: We have to find the position expression from the velocity function.         According to our…

Q: Suppose that places) < 0 < 2T, csc(0)=8/3, find sin(0)=___. 2 (round to 3 decimal

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Q: If y=sin 2x sin 3x sin 4x then find y''

A:

Q: 5TT 2. Cos 6. 2п Cos 3 + sin sin 6 - - - 3 一。

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Q: 2. S tane sec4 0 d0

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Q: s Sin'2o Cos 20 do

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Q: Solve che DE'sin with Euler 2?

A: For the solution follow the next steps.

Q: Find all solutions to 2 sin2 3u - sin 3u - 1 = 0, if u is measured in degrees.

A: given that 2 sin2 3u - sin 3u - 1 = 0 we need to find  all the possible solutions of u. the above…

Q: and π 6. If tan y = - <y<7, find sin

A: We have  tany=-115 and π2&lt;y&lt;π we have to find siny2=? by using half angle identity.

Q: 3. If cos x = -, find sin(2x) given sin x < 0. -3 O O

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Q: 9) -135° Pos Neg Sin Cos -:-

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Q: Evaluate the integral.

A: to evaluate I=∫π4π3tanθsin2θdθ

Q: If φ(x)= cos x, find φ(0), φ(1/2 π), φ(π), φ(-x), φ(π-y)

A:

Q: السؤال 4 lun cos (플ev)-

A: We have to choose the correct answer

Q: 3 .3 S sin 2xcos 2xdx

A: The objective is to solve the integration ∫sin32xcos32xdx Let, 2x=t⇒dx=12dt, then…

Q: 15) tan- -1 Vz 17) cos -1 19) tan 1

A: topic - Inverse trigonometric ratios

Q: 6). S sin 20 cos 50 de

A:

Q: 5. If tan 0 = 2 0<0< find sin 2 CD

A: Given tan θ=52, 0&lt;θ&lt;π2   So θ=tan-152∴ θ=68.19∘

Q: 13. sec*0 sin 8 de

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Q: 6) If sin 0 = 0.2774, find cos 0. Round to four decimal places.

A: Given: sinθ=0.2774

Q: Suppose that π≤θ≤3π/2, tan(θ)=6/12, find sin(θ)=______. (round to 3 decimal places)

A:

Q: 19. TT/2 -π/2 sin 0 de 20. * sec² 0 de

A: 19 ∫-π/2π/2 sinθdθ [-cosθ ]-π/2π/2 0 - 0 =0 other way sin is odd function so also integration is = 0…

Q: (8. e Sin y Ausi Sin 2

A: Solution is written in below steps.

Q: If 5 tana =4 5 sin a – 3 cosa 1 Show that 5 sin a + 2cos a 6.

A:

Q: If y = sin 2x sin 3x sin 4x then find y".

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Q: 2. Show that y = ce sin

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Q: Suppose that sin(θ)=2/6. What sec(θ)=______.

A: As we know that; The trigonometric ratios;…

Q: 4. If (sin2x + cos2x)dx =, sin(2x – c) + a, find the values of a and c.

A: Introduction :

Q: (12) ſ sin²x cos²x dx sin4x sin4x 8. 4 16 Option 1 Option 2 sin2x - 8. Option 3

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Q: Find Sin 2x, Cos 2x, and tan2x terminateS if Cosx COSX = -15 quadrant I Hupo して 2x= Sin COS 2x = Cos…

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Q: 12. x² sin(x + y) = 1, -

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Q: 3 3m 2. sin ---- sin(20) = b. cos(20) = a.

A:

Q: 1. If 0° <0< 90° and sin 0 = , find sin 20. %3D

A:

Q: 1. у%3 Sin 5x +1 2. y = cos 3. у 3 tan (7x-1)

A: 1st derivative of 1st 3 trigonometric function are :

Q: sec 1.)S Intanßtanß dß

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Q: Verify.

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Q: Suppose that π≤θ≤3π/2, tan(θ)=10/7, find sin(θ)=______. (round to 3 decimal places)

A: The given problem is solved below details.

Q: Suppose that 3π/2≤θ≤2π,  csc(θ)=11/4, find sin(θ)=______. (round to 3 decimal places)

A:

Q: If y cos (sin2x), then -6 cos (sin 2x) sin (sin 2x) cos(2x) dy dx True False O

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

Q: Suppose that π/2≤θ≤π, sin(θ)=2/9, find cos(θ)=______. (round to 3 decimal places)

A: Here, θ is in the second quadrant( π/2≤θ≤π) and cosine is negative in the second quadrant.

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.