Solve for x where-360 s x s 360. sincx-22)- 1 3. tan(x+ 40")-1

Q: 2z tan a (1+ tan? z) dz

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Q: (D2 + 9)y = 30 sin 3x

A: The differential equation D2+9y=30sin3x, we have to find the solution of the given differential…

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Q: If 8 (x) = sinx dx and g =3, then g (0) is equal to 2 A 4 B 1 -2 D

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Q: solve d = tan (x +y)

A: dydx=tan2(x+y)

Q: (a) sin(x) 2 0.5 x> π,x<π- πόπ6 <x< 5π6b ) (h)

A: As per rule of bartleby we can solve only one question at a time and we can solve only three subpart…

Q: Find e-t sin(v3t) 00 (a) (b) L-1 tan

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Q: dy Solve x da + 5y = x sin (ax2)

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Q: c- 2-VX2+4 /sin?x x >0

A: To determine: The limit of

Q: For what values of x can you replace sinx by (x−x^3/6), with an error that is smaller than…

A: To find: The values of x can replace sinx by x-x36  , with an error that is smaller than 4×10-3 .

Q: 3D when x= 1, y- "4 AnswER. In x + tan()=1

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Q: (ii) S. sin?x + tan²x dx 6

A: The given integral is: I=∫0π6 sin2x+tan2xdx

Q: Find Duf at P. 3 f (x, y) = sin(3x – 4y); P(4,3); u = j - - NOTE: Enter the exact answer. Duf = |

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Q: Sx2.- cos³ x-5 du 1-sin? x

A: Evaluation of the integral, bu using integral by parts

Q: Q1-Solve the equation to find the value of x: tanhx = 0.5

A: The function tanh x is the hyperbolic tangent given by tanh x=ex-e-xex+e-x. Rewrite this function in…

Q: x* sin xdx .4 5.

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Q: Solve : 7tan³x – 21 tan x = 0 π 2π 4π 5π A B., T, c. D. 0,T, IT, 3'3 3' 3 7π 5π 6. 3 O A Ов O c OD

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Q: sec? x 6. V dx 49-1 – tan? x

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Q: Q.43) 2n S Icosx – sinx|dx =

A: Here we have to find solution of given integral

Q: Q10.. Solve (1+ x²) + y = tan-'x. dx

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Q: S2 2 sin?x cos5x dx =?

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Q: M) solve Por O50<2M -2COS &sine t cos o = VZCOS O t Cos 0 %3D

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Q: Solve y = 2 sin(x - 5) for x in terms of y.

A: Given, y=2sin-1x-5To write: in terms of y

Q: Solve for x, if 0 Sx S27. Write your answers in exact values only. sin x+ 2sin x cos x= 0

A: We have to solve the trigonometric equation for the condition 0≤x≤2π, sinx+2sinx cosx=0 Solving the…

Q: find the value of x  tan3x=sin 45ocos45o+ sin30o

A: given expression :

Q: S16 sin?x cos?x dx .2.

A: Given ∫16sin2xcos2x dx

Q: find dr/dθ r = (1 + sec θ) sin θ

A: We are given: We need to find derivative or r. Distribute sin function we get: Now we can take…

Q: Solve y = 2 sin-1(x - 5) for x in terms of y.

A: The given equation is y=2sin-1x-5. Rewrite the above equation as follows.

Q: Q3) Solve for (y) if: In(y-2)= In(sinx)-x .... Q4) find for : y= sin(x") + 2* + n

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Q: 2 x If y = x¯e" sinx,Find d

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Q: POT Q3.If f(x,y) = sin'(x-3y) +sin xind: of af and ду

A: Given:     fx,y=sin2x-3y+sin-1xy Taking partial derivative with respect to x.…

Q: 40 sin 2t where t =0

A: Given,            40sin2t where t=0

Q: sin xdx is О а. л 4 O b. 3 O d. 6

A: Integration and trigonometric identity.

Q: y = 5 tan x³ + sec(3x)

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Q: If f(x) = e2" [sin(=)]°, what is f'(x)?

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Q: b. Solve for x: sin(x) = for x E [-II, 211] %3D

A: Using sine wave graph we can find it easily

Q: Sz cos6 x sin? x dx 0.0053 0.035 0.0033

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Q: S tan³ √√√x X X dx

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Q: Q6: Solve: A) S sec'x tan x dx dx B) S 24(x-1)

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Q: Solve 2 sin x –-1= 0 for x, where 0 < x < 180° |

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Q: L{et sin 9t-f+ e}

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Q: Solve the equation for x in terms of y if 0 &lt; x &lt; π and 0 &lt; y &lt; π.4/sin x = 7/ sin y

A: using sin and cosine basic properties and applying some basic logic we have to solve the question.

Q: 3. tan(xy) + xy = 0

A: Since, the student has clearly mentioned to solve question number (3), so we are solving only…

Q: Solve for x 65° OA X x = 60 degrees O B. X 3.X 70 değrees OCX OCX = 8Q değrees OD X = 90 değrees

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Q: Solve 0's X <360 for x, Such. that 7sinx 8. Sinx 10 ナ

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Q: Solve : = - 3 y t16y =0 fus uwer. = 3 cos 4x- Sin

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Q: 9. S(2 + tan² x)dx

A: We have to integrate each term with respect to x to get the final answer.

Q: |x sin x'dx 7.

A:

Fundamentals of Trigonometric Identities

Trigonometric Identities are the equalities that involve trigonometry functions and hold for all the values of variables given in the equation.