Use the Law of Sines to solve the triangle, if possible. C= 75°, b= 46, c= 45 Choose the correct answer below and, if necessary, fill in the answer box(es) to complete ya ; Acute BAcute a Acute %3D Bobtuse O A. Aobtuse (Type integers or decimals rounded to three decimal place as needed.) aobtuse %3D O B. A= B= , aAcute (Type integers or decimals rounded to three decimal place as needed.) O C. Cannot be solved with the Law of Sines. O D. Atriangle cannot be formed with the given measures.

Q: In triangle ABC, A = 30 degree, b =20 ft, and a =2 ft. Show that it is impossible to solvethis…

A: The law of sines: asin A = bsin B = csin C

Q: 2. A ladder 40 feet long is placed so as to reach a wall 30 feet high. 40 feet 30 feet Ladder Wall a…

A:

Q: Use the law of sines to solve a triangle ssa

A: Using law of sines asinA=bsinB=csinC Where Side a faces angle A Side b faces angle B and side c…

Q: 1. Write the Sine Law and the Cosine Law for AABC C A b.

A: We have to find out cosine and sine law

Q: A rain gutter is to be constructed from a metal sheet of width 30 cm by bending up one-third of the…

A:

Q: In the triangle ABC, ABC = 90', AC=2 and AB BC+1. (a) Show that cos A-sin A=. (b) By squaring both…

A: Let's construct the figure for the right angled triangle:…

Q: The following information refers to triangle ABC. Find all missing parts using The Law of Sines: C=…

A:

Q: as jogging on an ov track With was jogging at a speed of m/min, what was the central angle generated…

A: 1. Option D is the correct answer. 2.

Q: A 170-foot tall antenna has 4 guy-wires connected to the top of the antenna, and each guy-wire is…

A:

Q: Consider a triangle where A = 30°, a = 1.5 cm, and b = 1.8 cm. %3D a B (Note that the triangle shown…

A:

Q: n that cot(0) = and 0 is in Quadrant III, what is sin(0)? Write your answer in exact form. Do not…

A: We have to solve

Q: Draw your own triangle given the indicated measures and solve for the other parts using the Law of…

A: Note: As per company policy we are supposed to solve only one question. So, kindly re-post other…

Q: Find the angle between  6j + 16k  and  −4i − j  (to the nearest degree).

A: Let two vectors are u=6j+16k and v= -4i-jTo find angle between two vector use formula, |u| is the…

Q: The following information refers to triangle ABC. Find all missing parts using The Law of Sines:…

A: Given in a triangle ABC, B=87°, C=41° and a=10.8 ft. We have to find the missing parts in triangle…

Q: ? bisects angle ?. Use the law of sines to find a formula for ? in terms of ?, ? and ?

A: Let       |BD| = x, |DC| = y, and |AB| = c   so that |AC| = 1/c. By the law of sines   sinC/c =…

Q: 2. Apply the law of cosines to the triangle in the figure below to derive the compound angle formula…

A: We have to derive the compound angle formula for cos(A-B).       NOTE- According to our guidelines…

Q: On a baseball diamond (a square), the bases are 90 ft apart. Use the Law of Sines to find the…

A: we have the given information as   in a baseball field bases are 90 feet apart   we have to find…

Q: Use the Law of Sines to solve for all possible triangles that satisfy the given conditions. (If an…

A:

Q: In triangle ABC, A = 40 degree , b = 19 ft, and a =18 ft. Use the law of sines to find sin Band then…

A: Given in ∆ABC,  ∠A = 40° , a = 18ft b = 19ft, ∠B = ?

Q: An angle of measure 120° intersects the unit circle at point (-, ). What is the exact value of…

A: An angle of measure 120° intersects the unit circle at point . We have to find the exact value of…

Q: The following triangle depicts the case of the Law of Sines (AAS): 40° B 15 cm O True 22.5° с O…

A: Law of sines for a triangle with angles A,B and c with corresponding sides are given by…

Q: A right angled triangle ABC has sides AB=5, AC=3 and CB=4. If the right angle is at C, calc ulate…

A:

Q: On the basis of the drawing provided, complete the Law of Sines. sin a a B a A b

A: Given

Q: Use the law of sines to show that no triangle exists for which A = 60 degree, a = 12 inches,and b =…

A: Given: A=60° , a=12 and b=42

Q: Use the Law of Sines to solve for all possible triangles that satisfy the given conditions. (If an…

A: Given: The sides a, b and angle A of a triangle are given as, a=108b=84∠A=139° The objective is to…

Q: On the basis of the drawing provided, complete the Law of Sines. sin a a A C b

A: we have the given figure as the incomplete statement is sinαa=

Q: refer to right triangle ABC with C = 90 0. In each case, use a calculatorto find sin A, cos A, sin…

A: Given: Also, We have, b=8.88 and c=9.62

Q: If sec(a) < 0 and sin(a) = 15 what quadrant is the terminal side of a in? Type. a number only. If…

A:

Q: Solve the triangle using the Law of Sines. (Assume b and c- 8, and eC - 71°. Round the length to two…

A: from the given figure, we have b=c=8 i.e two sides of a triangle are equal thus the ∆ABC is an…

Q: Prove the Law of Cosines, c² = a² + b² – 2ab cos 0, by referring to Figure 23. Hint: Consider the…

A: To prove :                   The Law of Cosines. From the given figure, it is observed that x = a…

Q: Use a reference triangle to find the given angle. 1 - 1 sin

A:

Q: Pam is placing a bird feeder in a tree in her back yard. She first needs to put up a 10-inch wooden…

A: Given that Pam need to put up a 10 inch wooden platform in the fork of two branches that makes an…

Q: If the terminal side of angle A goes through the point (- 25) 24 7 on the unit circle, then what is…

A: topic - trigonometry sin A of unit circle through point A is the y coordinate of point

Q: Apply the law of cosines to the triangle in the accompanying figure to derive the formula for cos (A…

A: Solution:-  Here we have to apply the Law of cosines to the triangle and derive the formula for…

Q: In triangle ABC with sides a, b, and c the Law of Sines states that

A: To state the law of sines.

Q: in a right triangle cos(b)=1/2, what is the value of sin(a)

A:

Q: Use the law of sines to show that exactly one triangle exists for which A = 42 degree,a = 29 inches,…

A: Given: A=42 degree a=29 in b=21 in Formula used: sin Aa=sin Bb

Q: Given the triangle 24 , find the length of side I using the Law of Sines. Round 4 decimal 30° 25°▼…

A:

Q: A right triangle has side lengths 9, 40, and 41 as shown below. Use these lengths to find sin B, tan…

A:

Q: Using the Law of Sines, Marina gets m<B = 41 (to the nearest whole) degrees. Is there another…

A:

Q: A В If AC = 8 cm and BC = 11 cm, what is the sine of ZB, rounded to the nearest thousandth? %3D

A:

Q: 1. If the given parts of an oblique triangle are two angles and one side, which formula is more…

A: If the given parts of an oblique triangle are two angles and one side, which formula is more…

Q: Using the Law of Sines, Marina gets m<B = 41 (to the nearest whole) degrees. Is there another…

A: The objective is to find the angle of B

Q: What is cos A, if sin 2A V85 , and 2A is an angle in the second quadrant? 11 22 17 22 17 17 22 no…

A: The given data is: sin2A=8511, and 2A is an angle in the second quadrant To find the value of cosA.

Q: 19. AABC is a right triangle with C = 90°. Find tan A and cos B B a = 2 A b = 3

A: Recall:  In right angle triangle,  tan θ=Opposite sideAdjacent side, cos θ=Adjacent side Hypotenuse…

Q: If the terminal side of angle 0 goes through the point (, v) V5 2V5 5 on the unit circle, then what…

A: The terminal side of an anglegoes through the pointon the unit circle. If (x, y) is a point on the…

Q: Given that sine = 3/5 ande lies in quadrant II, find the following value. cote 3/4 4/5 -4/3

A: Given: sinθ=35 and θ lies in quadrant II.

Q: What is cos A, if sin 2A = , and 2A is an angle in the second quadrant? V85 %3D 22 no correct answer

A:

Q: Use a calculator to find the value of the acute angle θ to the nearest degree, cos u = 0.8771

A: Consider the provided information, cosθ=0.8771 Use a calculator to find the value of the acute angle…

Q: Given that sine = 4/5 and e lies in quadrant II, find the following value. %3D cote -3/4 -4/5 -4/3

A:

Types of Bias

Statistics is the study of data collection, organization, analysis, interpretation, and presentation. Statistical bias is a characteristic of a statistical technique or its findings in which the expected value deviates from the actual root quantitative parameter being estimated. According to the actual definition of bias, it refers to the tendency of a statistic to overestimate or underestimate a parameter.