A = 85°, a = 350, b = 351. Find two possible measurements of B. %3D %3D (Answer in degrees only and rounded off in hundredths place.)

Q: B a A b a = 15.73 m, A = 15.75°

A: Given data is: a=15.73 m  and ∠A=15.75°

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: cos(-1305°).

A: We will find the trigonometric angle.

Q: For AGYM, mLY 90°, m2M = 55°, and YM 19. %3D %3D %3D

A: Use the sum of the angles of a triangle rule to find the measure of angle G.…

Q: 70 35° 35

A:

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: Find the side labeled x. X =

A: In this question we will use basic of trigonometry  i.e trigonometric ratios.  We will apply…

Q: Solve for angle A in triangle ABC with side AB = 268, side BC = 524 and angle B = 144°. %3D Select…

A: Que : Solve for angle A in triangle ABC with side AB = 268 and side BC= 524 and angle B = 144

Q: In AVWX, x =78 cm, w = 35 cm and ZW=48°. Find all possible values of ZX, to the nearest degree.

A: by sine formula we find value of X

Q: J JL = 4 and mZK = 26°. Find JK. %3D

A:

Q: A C If m / ABD - 75° and m/ APC - 40º

A: Given that: m∠ABD=75° and m∠ABC=40°

Q: Solve  ⃤. ABC

A: Lets take the given measurements α = 32.32ο as angle formed by sides b and c. side a and are given…

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 AHPK, m/H=78°, k = 18 yd, h = 22 yd Find mZK %3D %3D %3D

A:

Q: mZA = 70°, c= 26, a = 25 %3D %3D

A:

Q: Find m/FPD. mBD = 116, mDF = 90°, mFH = 138° and mHB = 16° B H G D

A:

Q: Evaluate (4(3°) + 5(7°))ds Round to the nearest ten-thousandth, if necessary.

A: By using integration formula, we calculate the given definite integral.