In kite ABCD, LBAC = 62° and LBCD = 52°. Find the measure of LABC. %3D %3D B.

Q: Find x. (Let a = 53 in, b = 53 in, and c = 52°.) %3D a 9. х

A: From the given information, it is observed that in the given Rhombus the sides a = b = 53 in.

Q: Find mQR. 81° T. 138° R S. The measure of arc QR is degree

A:

Q: Find the area of the parallelogram. 5 ft 4 ft A = b•h •5 ft IL ||

A: As we know that; The expression for the area of the parallelogram is: A=b·h Where; b is the base…

Q: Given Rectangle ABCD, Label the missing information. A B 8 cm. 48 C. :: 6.0 cm : 7.3 cm 8 cr 8.7 cn…

A: We have to find all the angles and sides of rectangle

Q: In acute triangle ABC, side b= 12, side c = 10 and mLA = 42. Find side a. %3D

A: We will use cosine law to answer this

Q: Determine the value of side AC. A 51° 9 in AC=

A: Given, BC = 9 in. ∠A = 51°

Q: Solve the triangle. Round your answer to the nearest tenth. mLB = 56°, a = 34, b = 29 m2C = 47.6°,…

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Q: In AZXY, y = 11m, x = 12m, mZZ = 141°. Find the area of the triangle and round to the nearest tenth.…

A: Find the area of triangle

Q: In the accompanying diagram of AABC, mZB = mLADE and m2C = 80. Find mZAED. %3D %3D D 80° E В

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Q: Find the area of ADEF if d = 12 ft, e = 9 ft, D = 78° %3D

A: Given: △DEF with length of 2 sides and measure of one angle is given.        d=12 fte=9 ft∠D=78°…

Q: sun is 94,500,000mi. the angle that the sun subtends on Earth is 0.522°. Find the diameter of the…

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Q: Triangle ABC is isosceles with AB = AC. D is a point on AC such that BD bisects angle ABC. Given…

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Q: In OR, QS = 2(PT). Also, mZP = 23°. Find mZVRS. %3D

A: Given and join TR.

Q: Triangle ELM is inscribed in the circle as shown. Find the measure of angle EMO. 340 M

A: we know angle of semicircle is 90°therefore∠LEM=90°

Q: BD bisects LABC. Use the diagram and the g the indicated angle measures. A 17. MLABD = 57°. Find…

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Q: Find the area K of the triangle. b= 4, c = 10, A = 50° Y. K= square units /De

A: To find the area of the triangle

Q: In the diagram, mBD = 32° and mAE = 74°. Find the measure of LC. E D xo C 53 106 42 21 74° A 32° B 4

A: We have to determine the angle x

Q: Find the central angle 0. rad %3D 8 3

A: =>θ = s ÷ r, where s is the arc length and r is the radius.

Q: mBC=140° Find m<A and mBDC. m<A= MBDC= B A D C

A: Let the center of the given circle is O. Therefore: ∠BOC=140°

Q: Use the diagram to find the measure of KN. K 100 120° KN m = 16

A:

Q: b = 125, A = 91.5°, c = 151 B = C = a =

A: The given triangle has the measures,b=125, A=91.5°, c=151