A surveyor, standing 30 ft from the base of a building, measures the angle of elevation to the top of the building to be 75°. How accurately must the angle be measured for the percentage error in estimating the height of the building to be less than 4%?

Q: 5. A 30.2 m long escalator rises 10.3 m. What is its angle of elevation, to the nearest degree?

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Q: 3. You are outdoors looking toward the sun. You look up and estimate the angle of the sun's…

A: Given that

Q: The plans for a concrete patio call for a 6 ft by 7 ft slab of concrete 6 inches thick, which has a…

A:

Q: An airplane descends at an angle of depression of 22" for a ground distance of 7850 feet. What…

A:

Q: Note: Figure not drawn to scale. gie sat down to take a picture of her friend, Nate, in front of a…

A: In this question given the diagram and we have to find the height of the building and we are also…

Q: State the atio of each of the 1 basic trig functions in relation toa for the triangle in the feure…

A: Let's find.

Q: A roof must have a pitch of 7/15 . If the roof rises 7 inches how far should it run ? A. 0 inches B.…

A: A roof must have a pitch of 7/15 . If the roof rises 7 inches how far should it run ? A. 0 inches B.…

Q: Jen is standing on top of the school taking measurements for a trig problem. Her angle of depression…

A:

Q: Complete the following. a. 8000 ft? = b. 10° yd? = mi? %3D c. 8 mi = acres d. 6 acres = ft?

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Q: Eratosthenes noticed that the shadow’s length was 1/8 the pole’s height. Suppose the pole’s height…

A: We are only allow to do first question Dear student if you need rest of answere please upload…

Q: From the top of an 82 meter high vertical cliff, a boat has an angle of depression of 32 degrees.…

A: We will use trigonometric ratio to solve this.

Q: Which has the greater grade resistance: a 2200-lb car on a 2° uphill grade or a 2000-lb car on a…

A: GIven: Weight of the car = 2200 lb Angle = 20 Weight of the car = 2000 lb Angle = 2.20

Q: An architect is designing a two-story house that is located at 40°N latitude. The architect wants to…

A: How much roof overhang should the architect provide so that at noon on the day of the summer…

Q: Sunder saw a cat above the tree. He knew that he was 10.5 ft away from the tree. If his angle of…

A:

Q: A roadway rises 230ft for each 2400ft of horizontal distance. (A)  Find the angle of inclination of…

A:

Q: Tamara wants to calculate the height of a tree outside her home. Using her clinometer, she measures…

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Q: The lifeguard stand is 10 ft high. A lifeguard is looking down at a swimmer in a swimming pool.…

A: Given Data: The height of the lifeguard stand is: h=10 ft The angle of depression is: ∠L=41° The…

Q: 6 Find the value of x 70

A: Introduction: A central angle is one with its vertex in the center of a circle. A central angle's…

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.