Write in Polar form: r(cos 0 + i sin 0). (0 ≤0 < 27 and round to 3 decimal places) -2-9i T Submit Question 0

Q: Divide 6. (cos(240) + i sin(240)) 10 (cos(130) + i sin(130)) .

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Q: Which of the following represents the rectangular equation x² + y² - 7x = 0 in a polar equation?

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Q: If cos A. A = A = 1/2, A = then + 2km, k: integer OR

A: We know that the cos is positive 1st and 4th quadrant

Q: For the ordered pair, give three other ordered pairs with θ between -360∘ and 360∘ that name the…

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Q: Using algebra, describe in two or more complete sentences how to determine if the function f(x)=…

A: fx=3sinx ........(i)

Q: Several points are shown on the polar coordinate plane. ग KIN 3m 2 R U 2π Which of the following has…

A: r,θ=-5,2π3

Q: This is a 30-60-90 triangle. What is the measure of x?

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Q: Use the triangle shown to evaluate the following expression. If​ necessary, express the value…

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Q: tan (x + pi/4) = −root 3.  Also solve for n = 0, n =1, n = -1, n = 2, n = -2

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Q: Sind= -3/ v/w Cos B= -12 --1233 tan (2+3)=

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Q: 30° 6 60° Find the values of x and y. DO NOT PROVIDE A DECIMAL VALUE. INTEGERS AND EXACT VALUES…

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Q: Find two values of 0, 0≤0<2, that satisfy the following equation. √2 2 0 = Cos (= ...

A: given ,    cosθ=22      and       0≤ θ&lt;2πcosθ=12

Q: 2) 4x² + 4y² - 16x - 24y + 51 = 0

A: To find out the center and radius of the given circle by the help of completing square method.

Q: Which expression is equivalent to O cos x + tan x O sin x + tan x tan x + csc x sinx+cot 2 ? x Cos x

A: sinx + cotxcosxAs we know that tanx = sinxcosxcotx = cosxsinx

Q: guous sine law) 2. Determine 1st triangle using sine law

A: To solve the following questions.

Q: To find the distance across a small lake, a surveyor has taken the measurements shown. Find the…

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Q: Use the fundamental ident cosx(cscx-secx)-cotx

A: We have to simplify , cosx(cscx-secx) -cotx  using fundamental identities. Some fundamental…

Q: Evaluate each infinite geometric series 3+1+1/3+1/9+...

A: 3+1+13+19+… a1=3 a2=1 a3=13 Common ratio is given as r=a2a1=13

Q: Solve the equation for solutions in the interval  0 ≤ x < 2?.  Round approximate solutions to the…

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Q: A lamp has the shape of a parabola when viewed from the side. The light source (which is at the…

A: A lamp has the shape of a parabola when viewed from the side.  The light source (which is at the…

Q: A hiker starts walking due west from Sasquatch Point and gets to the Chupacabra Trailhead before she…

A: Given, From the Chupacabra Trailhead she hikes for 7 miles along a bearing of N61°W which brings her…

Q: Use the given triangles to evaluate the following expression. If​ necessary, express the value…

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Q: What is the area of a sector of a circle if the radius is 5.20 inches and the central angle is 90°…

A: given radius of circle is 5.20 inches given central angle is 90 degree

Q: - Find the center, vertices, co-vertices and foci of the ellipse x² + 4y² + 6x − 8y + 9 = 0. Find…

A: Find the center, vertices, co-vertices and foci of the ellipse x2+4y2+6x-8y+9 =0. Find the…

Q: Use de Moivre's Theorem to find the following. Write your answer in standard form. [2(cos 15° + i…

A: A = [2(cos 15° + i sin 15°)]4

Q: Solve the following equation with x on [0, 2π (a) sin² x 2 sin x − 3 = 0

A: sin2x-2sinx-3=0 Solve the given equation for x in [0,2π)

Q: Q.10 Given: triangle ALA, A = 72.4 °, C = 38.7 °, b = 3.8 cm. Find B, a and c 68.9; 3.88 cm;…

A: Given that A = 72.4°, C = 38.7°, b = 3.8 cm Angle sum property of triangle states that the sum of…

Q: Find two values of 0, 0≤0<2л, that satisfy the following equation. √√3 2 sin 0 = -

A: We have,  0 &lt;= theta  ≤  2pi  sin theta = - (sqrt(3))/2

Q: Determine whether the graph could be the graph of a polynomial function. If it could be, list the…

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Q: 5. f-2cscx dx

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Q: One of the solutions to 10 - 3 sin x = 13+ 7 sin x for -≤ x ≤ T is -0.17 O-0.84 O -0.30 O -0.85…

A: Part 1: We need to find one of the solutions to 10-3 sin(x) = 13 +7 sin(x) for -pi&lt;=x&lt;=pi.

Q: Given tan 0 = 5, use trigonometric identities to find the exact value of each of the following. ec…

A: We are given tanθ=5 and using the trigonometric identities we need to calculate  sec2θ, cotθ and…

Q: Consider the following quadratic function. f(x)=3x²-18x+20 (a) Write the equation in the form f (x)=…

A: fx=3x2-18x+20

Q: Evaluate each infinite geometric series 1.1-0.11-0.011-...

A: To evaluate the given infinite geometric series, we need to find its sum. Let us assume that the sum…

Q: 4 m = S 30° 30° m Find the value of m. INTEGERS AND EXACT VALUES ONLY. IF YOU PROVIDE A DECIMAL, DO…

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Q: ● Show your work for any calculations needed or simplifications made! Clearly show your work and the…

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Q: utions of the differential + br + c = 0 and that satisfies (y2/y1)' = W[y₁, y21/y, where W[y₁, y2]…

A: Given that problem is 33

Q: Given point M (6,-6√3), which is located on the rectangular coordinate plane, what are the…

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Q: 117 What are the corresponding rectangular coordinates for point Q = 6, 6 given in polar…

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Q: Evaluate the sum of the finite geometric series:

A: Here  a=(12)1+1=14 r=12

Q: Use the Pythagorean Theorem to find the length of the missing side of the right triangle. Then find…

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Q: Find two values of 0, 0≤0<2x, that satisfy the following equation. √√2 2 sin 0= ….. 0= (Simplify…

A: The given trigonometric equation is, sinθ=22

Q: Find two values of 0, 0≤0<2л, that satisfy the following equation. √√3 3 0 = tan 0 = - 16

A: tan(2π-A) =tan(-A) = - tan(A) . Tangent is negative in second and fourth quadrant .

Q: sin45° = | | (Type an exact answer, using radicals as needed. Use integers or fractions for any…

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Q: Find the third side of the triangle. (Round your answer to two decimal places.) a = 14, b = 24, C =…

A: a=14,b=24,c=49° Figure

Q: 玲 450 1 45 1

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Q: tan (? + ?/4) = −√3.

A: tan(? + ?/4) = –√3 To find the value of ? in the equation : tan(? + ?/4) = –√3 we can use the…

Q: Find the length of an arc that subtends a central angle with the given measure in a circle with the…

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Q: Draw the angle in standard position. State the quadrant in which the angle lies. Work the exercise…

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Q: Find two values of 0, 0≤0<2n, that satisfy the following equation. √√2 2 sin 0=

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