A positive angle less than 2π that is coterminal with 43π/6 is

Q: 1. Find the area of the part of a petal of the four leafed rose r = circle of radius . | cos(20)|…

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Q: Find the length of the curve r= cos'(8/3). OsesT/4

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Q: 10 4. Co 6, CN 6.

A: Use reflection matrix to solve problem.

Q: In the figure below, PQ RQ and PS RS. Based only on the given information, which theorem could be…

A: Given: PQ⏜≅RQ⏜PS⏜ ≅RS⏜

Q: Determine the coterminal angle of 0 that is in the interval [0, 27) -29T 0 = 4

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Q: Find the length of arc AB in terms of x.

A: Arc length is given by s=r.θwhere r = radius of the circle and  θ = central angle in radian

Q: FIND THE EQUATION Of THE TANGEN+ L INE TO C, 3JE AT THE POINT ン

A: Question - A Given curve: r=-3sin2θ The point is 322,322 The equation of a tangent line in a…

Q: the cut from the first of quad nant by the regisn 2- Find the area negida r= I+ Sin@ ?

A: Given data is : r=1+sinθ To  find the area in first quadrant.

Q: Find the length of the cardioid r = 1 - cos θ.

A: Arc length in polar coordinate is given by:

Q: 15. In the figure, OCTD is a sector of a circle which touches AB at T. Given that AB 20 cm and BO =…

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Q: The area enclosed by one petal of the polar curve r = cos20 is False True O

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Q: DE 12 in $ %3D DE bisects OF find the Radis. E 6.

A: Need to find r

Q: Find the area shared by the circle r, = 9 and the cardioid r, = 9(1 - cos 0). .....

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Q: Find the areas of the regions Inside the circle r = 4 cos θ and to the right of the vertical liner =…

A: Sketch the regions Inside the circle r = 4 cos θ and to the right of the vertical line r = sec θ as…

Q: Given a triangle on a hyperbolic surface of absolute length R with a sum of the vertices equalling…

A: The below figure represents the half plane model which is same as Euclidean angles,A hyperbolic…

Q: Graph the limaçon. Cardioids r = -1 + sin u

A: Given- r=-1+sinu To Draw- The graph of the above equation of the limaçon.

Q: Find the length of the curve r= 1+ sin(20) Oses- /20

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Q: 25. Find the angle 0 that maximizes the area of the isosceles triangle whose legs have length e…

A: Given area from question:

Q: Find the area of the intersection of the circles r = 3 sin(0) and r = 3 cos(0).

A: Given the equation of curves r=3sinθr=3cosθ

Q: equation o4 whose curuature +ind an is K = % .

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Q: 20 Find the length of the parabolic segment r= 1+ cos 0

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Q: We have to find area right to z= 2.54

A: Given:  It is required to find the area right to z= 2.54.

Q: Graph the limaçon. Oval limaçons   r = -2 + sin u

A: A Cardioid is a curve traced out by a point on the circumference of a circle rolling around another…

Q: Find a positive angle less than 2x that is coterminal with the given angle. 34x 34x A positive angle…

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Q: Find the tirst B secend dericatices %3D

A: y=7x55-x+8ex Differentiating with respect to x, we get dydx=ddx7x55-x+8ex=75·5x4-1+8ex…

Q: Find the length of the arc formed by x^2=12y^3 from point A to point B where A=(0,0) and B=(144,12)

A: This question is based on application of Integration.

Q: 1) Circle P is tangent to each side of ABCD.AB=20, BC=11, and DC=14. Let AQ=x. Find AD.* B P.

A: Theorem  Pair of Tangents are equal in length from external point to a circle

Q: If the area inside both the cardioid r 6 + 6 sin 0 and the circle r = 6 is A + B-, then what is %3D…

A:

Q: Evaluate the intergral attached as an image with the question.

A: The given integral is,

Q: YZ is the base of an isosceles triangle; XA || YZ Z1 = 2 Given: Prove: A 2

A: Given: YZ is the base of an isosceles triangle XYZ. YZ is parallel to XA as shown in the given…

Q: Find the areas of the regions in Exercises : 1. Shared by the circlesr=2 cos 0 and r = 2 sin 0

A: NOTE: According to guideline answer of first question can be given, for other please ask in a…

Q: Give the length of the missing leg. cos(A) %3D cot(A) %3D

A: We can use Pythagoras theorem to find the value of Missing leg.   Pythagoras Theorem  In a right…

Q: Calculate the length of the astroid of a + ys = 3.

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Q: Find PR, given that SQ 4 and PS = 3. %3D %3D Q

A: Consider the provided graph, And given that SQ=4 and PS=3 Find the value of PR.

Q: The ________ ________ is derived from the Pythagorean Theorem.

A: We know that, The distance formula is derived from the Pythagorean theorem.

Q: 17) - Consider the quadrature formula Lira)dx =f(-) + 4 Lif(x)dx = 2. 5 3 If the degree of…

A: Use the degree of precision to assume the function. Determine the value of integral and the…

Q: 28, Find the equa tion of arcle with Centre c(2;3) and touches the x-axis.

A: By using equation of circle formula, we find the required equation of circle.

Q: GIVEN: In Figure 6.46, AB and AC are tangents to 00 from point A; B and C are points of tangency.…

A: Given, AB and AC are tangents to circle with center O from point A (external point). B and C are on…

Q: 2. Let 0 = 950°. In degrees, find a positive angle less than 360° which is coterminal with 0. %3D

A: Coterminal angles are the angles who share the same initial side and terminal side. To find…

Q: The area of one lobe of r = 5 sin(20) is

A: to find the area

Q: 8. PT is tangent to circle O at P If mNP = 90°, and mMXP : 186°, find %3D %3D X/ d. mZ4 e. mZ5 f.…

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Q: In AEFG, g = 5.1 cm, e = 3.7 cm and ZF=112°. Find ZG, to the nearest 1oth ofa %3D %3D degree.

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Q: The DE for the family of circles of radius 9 is:

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Q: Find the arclength of the e given by ƒ(æ) = 1 + 6x³/2 for 0 < x < 1. curv

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Q: ne area of the sector MAG in terms of T and appro ximated to the nearest

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Q: If the area inside the cardioidr= 9+9 cos 0 but outside the circle r = 4 cos 0 is A÷, then what is…

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Q: a²z If z = arctan (), a²z + ду? 1. find

A: First calculate the partial derivative of z with respect to x. ∂z∂x=11+y2x2-yx2          ddxarctan…

Q: Find an upper bound of the absolute value oI e +1 (a) dz, where C is the right half circle |z| = 3,…

A: Note:  Since you have posted multiple questions, which are independent, as per our policy we are…

Q: Find the area of one leaf of the "four-petaled rose" r =7 sin 20 shown in the following figure: r=,,…

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Ratios

A ratio is a comparison between two numbers of the same kind. It represents how many times one number contains another. It also represents how small or large one number is compared to the other.

Trigonometric Ratios

Trigonometric ratios give values of trigonometric functions. It always deals with triangles that have one angle measuring 90 degrees. These triangles are right-angled. We take the ratio of sides of these triangles.