Given the triangle 23 find the length of side z using the Law of Sines. Round your final 52 26 answer to 4 decimal places.

Q: In ASTR, t = 17 ft, r = 26 ft, mLS = 139° %3D

A: A triangle ∆STR, t=17 ft., r=26 ft., m∠S=139°. Then we have to find the values of s.

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A: Our Aim is to find the value of x in the given right-angled triangle using Pythagoras Theorem.

Q: Find the area oK the triangle A= 110-5, C-21.6",c-250 iches Rund to two significant digts.

A: Given that     A = 110.5° , C = 21.6° , c = 250 inches Here we have to find the area of the triangle…

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A: Let ABC be triangle and h be the altitude. Angle A=angle C

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Q: Y 19.5 10.5 16.5 Q 6.5 k P R 5.5

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Q: 61° 20 ft 16 ft

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Q: 3. Calculate the value of z in the triangle below. (2x - 9)° R 7x T * = 17 * = 19 * = 20 * = 21

A: We have to calculate the value of x

Q: Solve a triangle DEF where the angle D is 62degrees and the sides are d= 12cm and e = 16cm Use the…

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Q: You have planted a tall tree in your yard that needs guy wires to keep it stable until its roots…

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Q: Solve a triangle DEF where the angle D is 62degrees and the sides are d= 12cm and e = 16cm Use the…

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Q: Round 30 degrees 40 minutes and 30 seconds to the nearest tenth of a degree

A: 60 seconds = 1  minute Hence, 30 seconds = 30/60 = 0.5 minute hence, 30 degrees 40 minutes and 30…

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A: In right angle triangle, the tangent of an angle is the length of the opposite side divided by the…

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Q: 25 т 7 m b m

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