Building Height 1
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Estimate Building Height

A mathematics teacher wants to help his or her students to apply the lesson they are learning about sine law as a triangulation measurement tool. The teacher gather his or her students outside their school building to estimate its height. The teacher uses an improvise protractor to estimate the angle measurement in degree from his or her line of sight to the top corner of the building. The final informations are shown in the figure above. The teacher asks his or her students to estimate the height of their school building using sine law.

Triangulation is one of the methods used by surveyor before the arrival of electronic distance measurement (EDM) and Global Positioning Satellite (GPS) instrument that are used today in modern surveying. LiDAR (Light Detection and Ranging) and RADAR ( Radio Detection and Ranging) are measuring the distance between any two points. LiDAR and RADAR are used in autonomous vehicle. EDM, GPS, LiDAR, and RADAR are measuring the distance between any two points. Instead of using direct measurement like tape measure these instruments are using electromagnetic wave. Electromagnetic wave has a lot of spectrum such as microwave, radio wave, infrared wave, and light wave to name a few to measure a distance between two points.

Reviewer on triangulation measurement using Sine Law

HOW TO USE: Enter new number on any white input boxes. Answer is automatic.

This apps (apps means computer programming application. Usually a combination of various programming code like html, css, javascript and many more) plus your smartphone, tablet, laptop, and desktop computer will help you to calculate solution for similar problem in less than sixty (60) seconds.

Find out side a = 10 ft ; Find out height of person = 5 ft

Find out angle A ° = 10 ° ; angle B ° = 150 ° ; angle C ° = 20 °

Then you can solve length of side b = ; length of side c =


Remember the sum of all angles must be 180° = (10°+150°+20°)


Given length of side "a" is, a =

Given height of person "p" is , p =

A° = B° = C° =
b = c =
Building Height = feet (ft) ANSWER


building height estimator using its shadow

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Approximately between 2.3 and 2.5 million schools globally, according to the latest available data from government and education ministry reports.


🔗 The challenges schools face: 2025/2026 🔗 USA ~ Public 98,500 ~ Private 30,000 ~ Total 128,500 🔗 Canada ~ Public 15,500 ~ Private 2,000 ~ Total 17,500 🔗 Brazil ~ Public 138,000 ~ Private 40,000 ~ Total 178,000 🔗 Vietnam ~ Public 42,000 ~ Private 8,000 ~ Total 50,000 🔗 China ~ Public 217,200 ~ Private 152,800 ~ Total 470,000 🔗 India ~ Public 1,022,386 ~ Private 335,844 ~ Total 1,358,230 🔗 Japan ~ Public 30,240 ~ Private included ~ Total 30,240 🔗 Morocco ~ Public 20,600 ~ Private 6,300 ~ Total 26,900 🔗 Indonesia ~ Public 390,718 ~ Private included ~ Total 390,718 🔗 Philippines ~ Public 47,831 ~ Private 13,000 ~ Total 60,831 🔗 Great Britain ~ Public 29,202 ~ Private included ~ Total 29,202 🔗 Australia ~ Public 9,653 ~ Private included ~ Total 9,653 🔗 Russia ~ Public 39,070 ~ Private included ~ Total 39,070 🔗 Germany ~ Public 31,039 ~ Private included ~ Total 31,039 🔗 Poland ~ Public 36,291 ~ Private included ~ Total 36,291 🔗 Iran ~ Public 80,000 ~ Private included ~ Total 80,000 🔗 France ~ Public 58,100 ~ Private included ~ Total 58,100 🔗 Mexico ~ Public 132,505 ~ Private included ~ Total 132,505

Use an estimated range of 200 to 400 students per school if student enrollment is the only available data.


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