In circle T with mZSTU = 42, find the mZSVU. S U V T

Q: PR is a diameter of Circle Q. Find m<BPA

A: Find the measure of angle AQR.

Q: 2. The endpoints of the diameter of a circle are M (8, 4) and N (3, 1). Which point is the centre of…

A: It is given that, The endpoint of the diameter of a circle are M(8,4) and N(3,1). We have to find…

Q: What is the area of circle M if AM = 2x +2 and MT = 5x - 4? Leave T in the answer. 2x+2 M 5x-4 T.

A: Area of circle

Q: Given two circles with centers K and L, A'A', = 11 and AK = 3, calculate the combined areas of the…

A: Given data: Two circles with centers K and L. Diameter of bigger circle, A'A'1=11 Radius of smaller…

Q: In circle D with m/CDE=78, find the mZCFE. %3D E D Answer: Submit Answer

A: According to the question m∠CDE=78

Q: In circle R, find TV. Hint: TR and RV are radii. R U X's 5 6 V

A:

Q: In circle P with mZNPQ = 90, find the mZN RQ. R

A: Given:   In the figure,∠NPQ=90∘

Q: In circle H with mZGKJ = 38, find the m/GHJ.

A: We are given the following figure. We know that ∠GHJ=2∠GKJ.

Q: Given circle 0, wha MLAOB =40° ?

A: Given that, Radius of the circle = 9 m<AOB = 40o We have to find the length of the arc AB.

Q: In circle H with mZGKJ = 30, find the m/GHJ.

A: There is a theorem of circle which states that ;  The measure of the central angle is equal to twice…

Q: Evaluate | xyt ds where C is the right half of the ,4 C circle x? + y? = 4

A: Given: The integral to be evaluated is, ∫Cxy4ds Here, C is the right half of the circle, x2+y2=4

Q: 7. In the circle, mBC = 62°. The diagram is not drawn to scale. %3D

A: If a tangent and a chord intersect at a point on a circle, then the measure of each angle formed is…

Q: In circle P with mZNPQ = 54, find the MZNRQ. R P N Q

A: Given that      In circle P with m∠NPQ = 54. Here we have to find ∠NRQ.

Q: In circle Q with mZPSR= 31, find the mZPQR. P R S Answer: Submit Answer attempt 1 out of 2

A:

Q: In circle H with mZGHJ = 144, find the m/GKJ. K J H G

A: In the circle H, it is given that m∠GHJ=144

Q: For circle R, with point L lying on the circle, determine the circumference if RL = 34 units.

A: any circle is defined by its centre. so, here we take R as center of the circlecircumference =…

Q: 1. Given circle S, find mĐTUV. 116 T. A.

A: The figure of the circle is  To evaluate : The value of m∠TUV

Q: Find the center of the circle having the radius= 20 units and the points on the circumference of the…

A:

Q: In circle Q with mZPSR= 72, find the mZPQR. R

A:

Q: In circle T with mZSVU = 43, find the mZSTU. S T U V Answer: Submit Answer

A:

Q: n ASTU, t = 34 cm, u = 16 cm and ZS=56°. Find the length of s, to the nearest entimeter. %3D

A:

Q: In circle G with mZFGH = 90, find the mZFJH.

A: Given,          In circle G with ∠FGH=90°.

Q: In circle K with mZJKL= 54, find the mZJML K M L

A: Angle form by an arc at the center is twice of angle formed by same arc at any point on the circle.

Q: In circle Q with mZPQR= 96, find the mZPSR. P R S

A: We have, It is given that, ∠PQR=96°   According to the property of circle, the angle subtended at…

Q: In circle P with mZNPQ = 54, find the MZNRQ. R N Q

A:

Q: In circle Q with mZPSR = 30, find the mZPQR. S Q P. R

A:

Q: In circle K with mZJKL= 54, find the mZJML. %3D K J Answer: Submit Answer

A: Any cord make half of angle on circumference that it make on center.  So angle JML = 27

Q: In the figure, O is the centre of the circle. If PR=9 cm and PQR=18 cm, find ZPQR. R

A:

Q: in circle O, m<SOT = 70*. what is m<SRT see attached

A: We have a property as: Central angle is twice any inscribed angle subtended by the same arc. We can…

Q: In circle J, m/KJL = 72° and the length of KL = J L JK = 5 JK = 10 JK = 6 JK = 3 OJK K || TT. Find…

A: Given: m∠KJL=72° and the arc length KL⏜=6π360.We need to find the length of JK¯.

Q: Given a circle with points J, K, L, and M. K 112° 7. 98° What are the measures of mzL and mzM?

A: Given a circle with points J, K, L, M. JKLM is a cyclic quadrilateral. We know that the sum of…

Q: In circle H with mZGHJ= 66, find the mZGKJ. K H J G

A: solution is given solution ..

Q: Find the area of a hemisphere of radius R.

A: A hemisphere is obtained from a sphere by cutting in between in two equal parts. Since the half…

Q: In ARST, r = 53 inches, ZS=6° and ZT=58°. Find the length of s, to the nearest inch. Answer: Submit…

A: Given: In △RSTr=53 inches∠S=6°∠T=58° The sine law of Triangles states that in △ABC,…

Q: In circle S with mZRST = 68, find the m/RUT. R T S U

A:

Q: In circle F with mZEFG = 88, find the m/EHG. %3D H F

A:

Q: Given circle P with NK and QK tangent to the circle and m/NPQ=112°, determine m/NKQ. PS K A 112° 34°…

A:

Q: Given the circle where RS UT, determine the value of x and mTU. U (3x + 14)° (5x-8)°

A: The given figure is: Since chords RS and UT are equal. So, formed arcs are equal in measure.…

Q: Evaluate Re z? dz, C: the unit circle (counterclockwise).

A:

Q: Find each indicated measure for circle O. a. mZA b. mCE C. mZC 82° B 220 D d. mZD e. MZABE C a. mZA…

A: Measure of inscribed angle is half of the measure of intercepted arc. m∠A=12mBD⏜=12×82°=41°

Q: In circle Q with MZPSR= 30, find the mZPQR.

A: Centre angle Theorem : The angle formed at the center of the circle by lines originating from two…

Q: O is the centre of circle PQRS, SOR= 160°, P RS= 40°, and R PQ= 45°. Calculate: i) P SR ii) Q RP

A: Complete solution is given below.

Q: In the circle with centre O,OT is parallel QP,OS is parallel to PR,OT =5units, PQ=24 units,…

A:

Q: Given circle S, find mZTUV. U S 116° А. 32° T В. 28° С. 58° D. 36°

A:

Q: Use the diagram of circle Q to answer the question. P

A:

Q: In circle K with mZJKL= 98, find the mZJML. M K J L

A: The figure of the circle with center at K is given by To evaluate : The value of m∠JML if m∠JKL =…

Q: In circle T, PQ PR and diameter PW 1 QR. P. R W

A:

Q: Given circle O, AB OC and m/DEC = 27. %3D E 270 C Find z and y. I = 54 and y = 126 O z= 126 and y=…

A:

Q: 1. The center of the circle is Q. Q 22.5 P 'R What is mRTP?

A:

Q: In circle H with mZGKJ = 30, find the m/GHJ. G H J K

A: Given:m∠GKJ=30

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.