A clinometer is an instrument which lets you estimate the height of an object (building, tree, flag- pole) by using the properties of a right angled triangle.

Slides:



Advertisements
Similar presentations
ACTIVITY 2 - HOW TALL IS… ? Tuesday November 30th, 2010 Rollie Comeau Watson Lake Secondary School.
Advertisements

By Will Henson, Keighly Laney,and Tori Gaston March 9, th Period.
Agenda 1) Bell Work 2) Outcomes 3) Trig Ratio Review
Index Student Activity 1: Me and my shadow
Right Triangle Trigonometry Word problems SO H CA H TO A CH O SH A CA O Your calculator should be in DEGREE MODE.
Triangulation Method of determining distance based on the principles of geometry. A distant object is sighted from two well-separated locations. The distance.
 T RIGONOMETRY : the study of the properties of triangles  T RIGONOMETRIC R ATIO : a ratio of the measures of two sides of a right triangle  T ANGENT.
The Abney Level Useful for simple slope profiles, horizon diagrams and height measurements Level bubble Rotating Arm Eyepiece Scale (in degrees)
Trigonometry: SIN COS TAN or
Trigonometry-5 Examples and Problems. Trigonometry Working with Greek letters to show angles in right angled triangles. Exercises.
Trigonometry : 3D Problems
8-4 Angles of Elevation and Depression Objective: To use angles of elevation and depression to solve problems Essential Understanding : You can use the.
Angle of Elevation & Angle of Depression
EXAMPLE 5 Find leg lengths using an angle of elevation SKATEBOARD RAMP You want to build a skateboard ramp with a length of 14 feet and an angle of elevation.
4.8 Solving Problems with Trigonometry. What you’ll learn about More Right Triangle Problems Simple Harmonic Motion … and why These problems illustrate.
Lesson 9.5 Trigonometric Ratio
8-3 Trigonometry. Trigonometry Trigonometry (Trig) is used to find missing angles and sides of a right triangle There are 3 common trig functions – Sine.
Right-Angle Trigonometry
Lesson 13.1, For use with pages
Algebra 2 Lesson 1: Right Angle Trig.. Warm Up Given the measure of one of the acute angles in a right triangle, find the measure of the other acute angle.
Name: Group Members:. In the space below, describe the field site and record observations of everything present in your site. You may include a sketch.
Precalculus Unit 2 (Day 12). Knight’s Charge 9/9/15 1. Find the value of θ. 2. Find the value of h. 3. Find the value of z. 4. Find the value of x.
Bell Work Find the measure of the missing value in the pair of similar polygons. (Shapes not drawn to scale.) 1. x 30 m 7 m 70 m 3 m 2. 2 mm x 5 mm 27.5.
~Pink Team~ Anthony Ghossein Naomi Yusafi Jacob Kimes Corey Sullivan.
Trigonometry SohCahToa.
Agenda 1) Bell Work / Homework Check 2) Outcomes 3) Pop Quiz 4) Notes Trig Ratio.
Flat Mirrors And the Law of Reflection. Types of Reflection There are two main ways in which light reflects. Diffuse Reflection is caused by light hitting.
It’s for Trigonometric Functions and Right Triangles. 4.3 Right Triangle Trigonometry adjacent side opposite side hypotenuse.
Trigonometry 3D Trigonometry. r s h p q β α p, q and r are points on level ground, [sr] is a vertical flagpole of height h. The angles of elevation of.
Section 8-7 Applications of Right Triangle Trigonometry.
Trigonometric Functions
Goal: To use trigonometric ratios for indirect measurements of right triangles. 7.6 Apply Sine and Cosine Ratios.
Introduction to Trigonometry Right Triangle Trigonometry.
Gradient Diagrams Geometry The diagram shows a straight line with the vert/horiz. distances marked on it. Straight line horizontal vertical In each of.
Objective To use angles of elevation and depression to solve problems.
1 Shelia O’Connor, Josh Headley, Carlton Ivy, Lauren Parsons How tall it is? Pre-AP Geometry 1 st period 8 March 2011.
9.2 Notes: Solving Right Triangles. What does it mean to solve a right triangle? If we are asked to solve a right triangle, we want to know the values.
9.3 Similar Right Triangles. Do Now: Draw the altitude and describe what it is.
Use trigonometry to find the measures of the sides of right triangles.
8.5 Angles of Elevation and Depression
Lesson 7-6 Application of Trigonometry Angles of Elevation and Depression.
9.2 Notes: Solving Right Triangles
3D Trigonometry.
Right Triangle Trig.
Starter  .
Trigonometry Computer Integrated Manufacturing
Lesson Objectives: To be able to apply trigonometry in real life
Use of Sine, Cosine and Tangent
5-4 Applying Trigonometric Functions
Trigonometry : 3D Problems
Elevation and depression
FOM & PreCalc 10 U7 Trigonometry.
Polar Coordinates.
9-5 Trigonometric Ratios
You will need one straw, one protractor, a piece of string and a clamp to use as a weight. To assemble, you need scissors and tape.
5-1 Midsegments of Triangles
9.2 Notes: Solving Right Triangles
Find the missing sides. Round to the nearest tenth
Unit 1 Our Dynamic Universe Vectors - Revision
This diagram helps explains why angles at a point add to 360o.
Trigonometry - Sin, Cos or Tan...
Geometry Topics Name: __________________________
1) Write the vector in component form.
All about right triangles
RIGHT ANGLED TRIANGLES
angle of elevation of the sun. OUTSIDE
Angles of Elevation and Depression
Right Triangles and Trigonometry
Using Similar Figures ABC is similar to DEF. Find the value of c. =
Presentation transcript:

A clinometer is an instrument which lets you estimate the height of an object (building, tree, flag- pole) by using the properties of a right angled triangle. CLINOMETER

There are many types of clinometer: From the simple home-made

To the more elaborate

To the unusual looking

Or even this

However each is used in the same way to measure an angle that will lead to calculating the height of an object.

To calcuate the height of a tree Using a suitable instrument measure and record height A and distance B Use a clinometer to measure the angle at C Stand a suitable distance from the tree c

The procedure is the same for any object Measure horizontal distance to base of object Measure vertical height of observer (to eye level) Measure angle

B A c Draw a Suitable diagram opp adj Use this as a scale diagram to find the height of the object Or use trigonometry A

Height of observer (M) (A) Horizontal distance to object (M) (B) Angle (C)TanC (BXTanC) Height of object + A