If AABC = ADEC, LABC = 2x, ZBCA = 48°, and LCDE = 740 A B x - [ ? ]

Q: Given: AABC, BC = 6 cm, CD 1 AB, MZACB=90°, mZACD=60° Find: AD C 600 А D В :- AD = cm

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Q: In AUVW, WU = VW and mZV = 19°. Find mZW.

A: answer =142o  explanation is given in the below step

Q: If mAB = 38° and m/CED= 102°, find mCD. 38° B B E 102° 70° 102 140° D

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Q: If c = 180, ZA = 82° and ZB = 47°, b =

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Q: In a A ABC, if ZA = 62° and sides a = 14.14 m, c = 2.86 m, then ZC is O 10.29m O 0° O 5.45° O 84.55°…

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Q: In a A ABC, if ZA = 64° and sides a = 16.7 m, c = 7.83 m, then ZC is O 24.92m O 78.14° O 11.86° O…

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Q: In a A ABC, if the angles A = 76°, C = 46° and side b = 10 cm, then side c is_ cm O 11.79 O 0.61 O…

A: by the angle sum property ∠A+∠B+∠C=180° SO 76°+46°+∠C=180° ∠C=(180-122)°      =58° NOW APPLYING…

Q: If in a AABC, ZB = 98°, sides a = 12 cm and c=9 cm, %3D %3D then what is the LA? O 41.40° O 56.09° O…

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Q: In AABC ZB = 31° ZC = 50° and side c = 3cm. Find the value of ZA, side a and side b.

A: Given that: In ∆ABC we have given that ∠B = 31o, ∠C = 50o and side c = 3 cm. To find: (A) ∠A (B)…

Q: 1. a) First, simplify (p° q²r²) ÷ (p² q° r?). Write your answer as a power with a positive exponent.…

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Q: In a A ABC, if ZA = 54° and sides a 15.7 m, c = 2.2 m, then ZC is %3D O 6.51° O 6.51m O 85.28° O…

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Q: Add: 49°29' and 13050' Select the answer in standard notation.

A: Given query is to add the angles.

Q: In a A ABC, if ZA = 55° and sides a = 15.11 m, c = 6.25 m, then ZC is %3D O 19.81° O 76.28° O 13.72°…

A: We have to find angle C

Q: A ABC, if ZA = 79° and sides a = 15 m, c = 4.6 m, then Z 0° 3.35° 17.52°

A: We have to choose the correct answer from the given options according to the given information

Q: 1. If A = 40°, B = 60°, and a = 12 cm, find b.

A: Given A = 40°B = 60°a = 12 b = ?

Q: Help...pls

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Q: B If mCA = 100° and mAB = 70°, find the measure of 2CAB (not shown).

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Q: In a A ABC, if ZA = 79° and sides a = 18.71 m, c = 7.11 m, then ZC is O 0° O 85.84° O 21.90° O 4.16°…

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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.