mTU T U 115° W V

Q: arc length of CD D 60 C 12 cm

A: r=12 cm and θ=60° The formula for the arc length of the circle as, Arc length=2πr·θ360°

Q: measure of minor arc PN = 110° T. 110° L, P

A:

Q: 25.62 mm Ly 42.45 mm Determine angle y in the accompanying figure. Round to the nearest hundredth…

A: cos y=adjacenthypotenuse

Q: Find the angle, 0, measured in radians, when r = 7 and the arc length is 10.5. [? ]radians

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Q: P. XR 130° 40° IV 90

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Q: Q. Find the arc length. 13t answer choices A 31/4 ft C 39T/4 ft B 13T/4 ft D 4Tt/13 ft O A Ов

A: Length of an arc:

Q: Find the size to angle T to one decimal place 7 P 30 m 25 m S 35 m T NO

A: Given in △PST, p = ST = 35 m s = PT = 25 m t = SP = 30 m We have to find m∠T.

Q: AC and EB are diameters. Find the measure of arc ADB. * 100 E 30 50 50 180 230 310

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Q: Find the arc length of VW. Leave T in the answer. 135° W

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Q: Use 00 to find the length of each arc. Round to the nearest hundredth. 1. DE if the radius is 2…

A: The length of the Arc is given by Arc Length L=central angle of Arc360×2×π×radius  That is if the…

Q: Arc SN 10 80 degrees in measure, and ang le L 18 30 degrees. What is the degree measure of arc KM? K

A: We will solve this question by using property of circle

Q: Find the length s of the circular arc. (Assume r= 2 and e - 120°.) 120 4x 300

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Q: R 46 ° ? K

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Q: measure of minor arc AU = U A 90° 80° 170°

A: Given  Measure of Arc AR = 80° Arc US = 90° and Arc RS = 170° Arc AU = ?

Q: Find the arc ? F 130° 90 ° E H.

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Q: 130° 40 90°

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Q: 40° P c A 6m B) What is the length of arc AB?

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Q: Find the length in feet of arc ST.

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Q: tan Z Y_14 X 48 50

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Q: 136° 100° 1 What is the measure of arc 1 in degrees?

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Q: Find the length s of the circular arc. (Assume r = 4 and 0 = 134°.) s = 15.77

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Q: What is the length of arc CB, in terms of T? C A 120° 15 m B 15 meters 30п meters 20n meters 10n…

A: topic - length of arc

Q: 22. Find each angle and arc measure. S 122° mST = T mRS = mSRT = R O ||

A: As per the company's guidelines, we are supposed to solve first question for you, kindly repost…

Q: MQ and NR are dia measure. arc PRN

A: Given that, MQ and NR are diameters. We have to find the measure of the arc PRN.

Q: Using the image, determine the measure of each arc. 85° m RC= degrees MCBR= degrees

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Q: 12. PSU

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Q: Find the indicated measure. Round to the nearest hundredth. arc length of AB 6 ст 120° A

A: with radius = 6cm and angle subtended by arc  A͡B at center is 120° To find length of arc  A͡B…

Q: I'Imu ule length öf each arc. Leave in 20) 45° 12 ft

A:

Q: (12) (2x+5) (17x-14)

A: Form the given figure, mAD⏜=12x∘mCD⏜=17x-14∘mBC⏜=2x+5∘m∠AEB=90∘ The task is to find the value of x…

Q: An apple pie is cut into six equal slices as shown. If the diameter of the pie is ten inches, what…

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Q: Find the length of arc AB. A 145° 15

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Q: Find side b using the Law of Sines A 107° 29 yd 35 B

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Q: W 85 ° P. 50 ° R

A: We need to find the measure of arc QR

Q: Extra Example 1 Find the measure of each arc of OC, where AB is a diameter. A 65% а. AD b. DAB С.…

A: To measure each arc of  C as centre and AB as diameter

Q: Find the length s of the circular arc. (Assume r = 9 and 0 = 104°.)

A: To find length s of the given circular arc. Here, s= arc length  r = radius= 9(given) θ = angle in…

Q: Use the Law of Cosines to calculate the value of x. Round answer to the nearest hundredths place. 93

A:

Q: Find the size to angle T to one decimal place P 30 m 25 m S 35 m T

A: We will find the size of the angle T of the given triangle in the following step.

Q: 40° А P 6 m B B) What is the length of arc AB?

A:

Q: Using the image, determine the measure of each arc. 28 H. mIH= degrees MGIF = degrees MHFI = degrees…

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Q: 30° A 45° 4 S 60° 45° 60° T

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Q: Find the length s of the circular arc. (Assume r = 8 and 0 = 108°.) S =

A: To find the length s of the circular arc

Q: Find measure of Arc DF

A: Given that: mAB⏜ = 43 and AC = DF To Calculate: mDF⏜

Q: 2. mRST Measure of Arc RST=

A: See attached file for a step by step explanation to find the required arc.

Q: MQ and NR are diameters. Find the indicated measure. arc PRN

A: Angle around center of a circle is . Also, circumference of the circle is , where r is the radius…

Q: 61 (9x - 22) (5x-7) * 34

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Q: Find the angle, 0, measured in radians, when r = 14 and %3D the arc length is 26.5. [? ]radians

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Q: Find each arc length below. Leave answer in terms of T. АВ A 75° 4 cm C

A: Given, Radius=4 cm θ=75°

Q: Which trigonometric value is p O sec 135° O csc 135° O csc 210°

A: Here we have to mark the positive trigonometric value.  as we know that,

Q: Which degree measure is closest to 11 radians? 411° 131° 248° 262°

A:

Angles in Circles

Angles within a circle are feasible to create with the help of different properties of the circle such as radii, tangents, and chords. The radius is the distance from the center of the circle to the circumference of the circle. A tangent is a line made perpendicular to the radius through its endpoint placed on the circle as well as the line drawn at right angles to a tangent across the point of contact when the circle passes through the center of the circle. The chord is a line segment with its endpoints on the circle. A secant line or secant is the infinite extension of the chord.

Arcs in Circles

A circular arc is the arc of a circle formed by two distinct points. It is a section or segment of the circumference of a circle. A straight line passing through the center connecting the two distinct ends of the arc is termed a semi-circular arc.