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# Reaching New Heights with Triangulation

By: The Flinn Staff

Item #: AP7077

Price: \$29.10

In Stock.

In Reaching New Heights with Triangulation, students learn to measure the height of a rocket using a protractor and some simple mathematics.

## Product Details

Measure the height of a rocket using a protractor and some simple mathematics! Make measurements through triangulation with the same method for measuring the length of large or distant objects used by Galileo and Newton. In triangulation, an angle-measuring instrument measures the angle between an object and a horizontal location. If the distance from the instrument to the horizontal location is known, then the distance between the object and the fixed location can be calculated using the laws of geometry that govern triangles. In this activity, students construct their own angle-measuring instrument. A scale rocket is attached to the wall near the ceiling, and the students use their angle-measuring device to determine the rocket’s height above the floor.

Complete for 30 students working in pairs.

## Specifications

Materials Included in Kit:
Protractor, 15
Rocket image
Straws, bar-type, pkg/15
String, thin, ball of ⅙ lb, 331 m
Transparent tape, matte finish
Washer, ¾" o.d., 15

## Correlation to Next Generation Science Standards (NGSS)†

### Science & Engineering Practices

Analyzing and interpreting data

### Disciplinary Core Ideas

MS-ESS1.B: Earth and the Solar System
HS-ESS1.B: Earth and the Solar System

### Crosscutting Concepts

Scale, proportion, and quantity

### Performance Expectations

MS-ESS1-3. Analyze and interpret data to determine scale properties of objects in the solar system.