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What properties of similar triangles are useful for estimating distances and heights?
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What are all the properties of congruent triangles?
-- Each side and each angle of one is equal to the corresponding side or angle of the other one. -- Their heights and areas are equal.
Do triangles with equal bases and heights have a equal area?
Yes.
How can you make a working model on heights and distances on maths?
Yes.
What is the Surveying instrument formally used for measuring distances and heights?
Jacobs Staff
If the three types of triangles have the same bases and heights will they all have the same areas?
yes... most likely
How can the hulk jump?
Hulk's super-strength gives his legs the ability to propel him great heights and distances.
Were very popular during World War 1 for their ability to achieve greater flight distances and heights?
airship
What was very popular during World War 1 for their ability to achieve greater flight distances and heights?
airships
Two traingles that have the same base always have the same area?
No, because if they have different heights the area will differ between the two triangles.
What is the system of mathematics used for surveying an indirect measurements?
Trigonometry is the branch of mathematics commonly used in surveying for indirect measurements, such as determining distances or heights of objects that are not directly accessible. Trigonometric functions like sine, cosine, and tangent are used to calculate angles and distances based on known measurements and relationships between sides and angles of triangles. This allows surveyors to accurately determine measurements without physically measuring every point.
What do you use trigonometry for in day to day life?
you can use it to find heights of trees or buildings and stuff. It is good for distances too.
How do architects use the pythagorean theorem?
Architects use the Pythagorean theorem to check distances, heights, etc...that cant be measured
