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Point to point distance

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Isti Janah

Academic year: 2024

Membagikan "Point to point distance"

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Dimension 3

“Point to point distance”

• Describe the distance between points in space

• Determine the distance between points in space

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Prerequisite Material

 Identify a right triangle

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Pythagorean Theorem

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Determine the length of the diagonal

Side diagonal

Space diagonal

(5)

what is point to point distance?

“Point-to-point distance is the length of the shortest path connecting one point to another”

A

B

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Problem

Given a cube ABCD.EFGH with side length 10 cm.

Specify distance:

a. Point A to point C b. Point A to point G

c. Point A to point P, where P is in the plane EFGH

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Exercises

1. It is known that regular pyramid T.A.C. has a base in the form of an equilateral triangle. TA is perpendicular to the plane of the base. If the length of AB = 4 2 cm and TA = 4 cm, find the distance between points T and C!

2. Consider the Consider thefollowing regular hexagon pyramid

It is known that the length of AB = 10 cm and TA = 13 cm. Point O is the midpoint of the line BE. Determine the distance between points T and O!

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What did you learn in this lesson?

• Point-to-point distance is the length of the shortest path connecting one point to another”

• Use the Phytaorean Theorem to find the distance between

points

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