A hiker, who is 6 feet tall, is standing on the ground looking up to the top of a tree with an angle of elevation of 0 = 44°. The situation is represented where the base of the triangle is the eye level of the hiker and the vertical side, b, is the height of the tree. The distance from the hiker's eye to the top of the tree is 53 feet. Based on the dimensions given, what is the total height, in feet, of the tree? Round to one decimal place.

Q: Stonehenge, the famous “stone circle” in England, was built between 2750 b. c. and 1300 b.c. using…

A: Stone Blocks weighing 99,000 pounds each. 550 People are required to pull a single stone up a ramp…

Q: The perpendicular bisector of hypotenuse AB in the right triangle AABC forms the triangle with the…

A: Solution:Given    AB is the hypotenuse of Triangle ABClet P be the perpendicular bisector of ABTO…

Q: The tower is 700 meters high. Suppose a building is erected such that the base of the building is on…

A: Given that height of tower = 700m. The angle of elevation from the top of the building to the top of…

Q: 43. A tower is 8 m high. At a certain distance away from the tower, an observer determines that the…

A: In the question, both options are correct however there can be only one answer in your book so you…

Q: The angle of elevation from an observation tower to a plane is 15 degrees.The plane is 3 miles high.…

A:

Q: 24. A jump ramp for waterskiing is in the shape of a right triangle. The ramp makes an angle of 15"…

A: According to question, A jump ramp for waterskiing is in the shape of right triangle. The ramp makes…

Q: |7. A surveyor needs to determine the distance across the pond shown below. She determines that the…

A: Note : As per our guidelines we are supposed to answer only one question. Kindly repost other…

Q: Measurement A surveyor standing 65 m from the base of a building measures the angle to the top of…

A: Given thatsurveyor standing 65 m from  the building and angle=42.8°.To find Height of the building

Q: The of the right-angle triangle is 500 cm². If the base of the triangle exceeds the altitude by 15…

A: the base of the triangle exceeds the altitude by 15 cm let  altitude of triangle = x base = x+15

Q: 8. A ship is sailing toward a 50-m tall lighthouse. The angle of elevation from the ship to the top…

A:

Q: Construct a problem where a student needs to find the missing measure of a triangle using the…

A: Follow the procedure given below.

Q: Redwood trees in California’s Redwood National Park are hundreds of feet tall. The height of one of…

A: Given figure:

Q: 3. Use only trigonometry to solve a right triangle with right angle C and c = 9.7 cm and m<A =…

A:

Q: 2. Robert is lying on the ground, looking at the top of a flagpole. The angle of elevation to the…

A:

Q: A telephone pole is 54 feet tall. A guy wire runs 83 feet, from point A at the top of the telephone…

A:

Q: The figure shows a shot-put ring. The shot is tossed from A and lands at B. Using modern electronic…

A: To find: The length of the toss to the nearest tenth of a foot. Given: The length of AC is 562 feet,…

Q: From the top of a lighthouse 18m high, the angle of depression to sight a boat is 4°. What is the…

A: Here we have use the concept of trigonometric ratio

Q: Jane and Mark, each Build ramps to jump their remote-controlled cars. Both ramps are right triangles…

A:

Q: A roof is in the shape of an isosceles triangle. The roof is 44 feet wide. Its sides have angle of…

A: An isosceles triangle is the triangle in which its two sides are equal.

Q: Solve the problem. A tower is supported by a guy wire 582 ft long. If the wire makes an angle of 67…

A:

Q: In the figure, a person standing at point A notices that the angle of elevation to the top of the…

A:

Q: picture to

A:

Q: 2. In the morning, you find that a building casts a 300 foot shadow to the west. The angle of…

A:

Q: Solve the right triangle using the given information.   a=77.1 ​yd, b=42.6 yd   The length of c is…

A:

Q: 1. A cat is stranded in a tree. You lean a 10 meter ladder against the tree. It is 2 meters from the…

A: Given:  Length of the ladder = 10 meter  It is 2 meter from the base of the tree  Find:   How far…

Q: In the figure, a person standing at point A notices that the angle of elevation to the top of the…

A: Consider the given: ∠A=46°30'=46+3060=46.5°∠D=41°10'=41+1060=41.17°

Q: One step of the proof of the law of cosines is to write the Pythagorean theorem for 1 triangle that…

A:

Q: he angle of elevation from a viewer to the top of a flagpole is 50°. The viewer is 80 ft away and…

A: here x is the distance from the top to the height of the viewer. first draw the diagram

Q: The figure shows a shot-put ring. The shot is tossed from A and lands at B. Using modern electronic…

A: Given the length of AC=562 ft. ∠B=85.3∘∠C=5.7∘ Recall the Law of Sines,bsinB=csinC to find c.…

Q: 9. A 4 km flag pole is not standing up straight. There is a wire attached to the top of the pole and…

A: Given Data The length of the flag pole is PR=4 m. The length of the wire is PQ=4.17 m. The angle…

Q: A telephone pole is 54 feet tall . A guy wire runs 79 feet , from point A at the top of the…

A: The diagrammatic representation of given information is,

Q: 3. From the top of a cliff 52m high, the angles of depression of the 2 ships due east are 36° and…

A: Given Top of cliff=52 Angle of depression=24 and 36

Q: The figure shows a shot-put ring. The shot is tossed from A and lands at B. Using modern electronic…

A: The given problem is solved using Law of Sine's. bsinB=csinC Substitute the given values and solve…

Q: 7. You are standing 63m away from the base of a building. You measure the angle of elevation formed…

A:

Q: swimming pool viewed from the side is a right triangle. it is 15 feet at its deep end with a angle…

A: Sin theta= perpendicular (p) / hypotenuse (h) tan theta =perpendicular (p)/base (b)

Q: The angle of depression from the top of a cruise ship to the top of a sailboat is 22°. Sitting above…

A: Angle between horizontal line and line of sight, when observer is seeing any object from height is…

Q: Questlon Help Use the right triangle shown in the figure. Then, using the given information, solve…

A: There us given right angle triangle. And given also a = 17 and b = 3 as shown in the figure We have…

Q: 10. From a window 30 feet above the street, the angle of elevation to the top of the building across…

A:

Q: A kite is stuck in a tree and Joe is holding the string. The angle formed between the kite string…

A: This question is about application of trigonometry identities.

Q: Draw a large acute-angled triangle ABC. Carefully add the altitudes AE and BF to your drawing.…

A: Concept -  Area of triangle ABC=1/2(bc*ae)=1/2(ac*bf)

Q: how do i solve/ what is the answer to this problem? “as shown in the diagram below, a ladder 12 feet…

A: Given,  A ladder of 12 ft lean against the wall making an angle 72° with the ground  We have to…

Q: The angle 0 in an isosceles triangle is located between the two equal sides of the triangle having…

A:

Q: A tower 140 ft high stands on the water edge of a lake. From the top of the tower, the angle of…

A: “Since you have asked multiple question, we will solve the first question for you. If you want any…

Q: The angle of elevation from an observation tower to a plane is 15 degrees.  The plane is 3 miles…

A: I am attaching image so that you understand each and every step.

Q: A man looks out of a window of a building and observes an object on the ground with an angle of…

A:

Q: Light from a light house is shown from height of 100 m above sea level. The angle of elevation from…

A: Topic = Trigonometry

Q: Use similar triangles to solve. A person who is 5 feet tall is standing 182 feet from the base of a…

A: Similar triangles are triangles that have the same shape, but their sizes may vary. All equilateral…

Q: Solve for the value of remaining angles in the triangle below. Show your work and explain the steps…

A: Given, ∆ARM with angles  ∠A =y  ∠R =3x  ∠M =2x Vertices of the triangle lies on the circumference of…

Q: Solve the triangle A = 162°, b = 11.2, c = 48.2. Round lengths to the nearest tenth and angle…

A: Solve the triangle A = 162°, b = 11.2, c = 48.2. Round lengths to the nearest tenth and angle…

Q: _3. At a point on the ground 50 feet from the foot of a tree, the angle of elevation to the top of…

A: