Line 48: |
Line 48: |
| For History of Trigonometry slideshow [http://www.slideshare.net/rashidivya/trigonometry-maths-school-ppt-2 click here] | | For History of Trigonometry slideshow [http://www.slideshare.net/rashidivya/trigonometry-maths-school-ppt-2 click here] |
| | | |
− | =='''Angle Mesurment'''== | + | =='''Angle Measurement'''== |
| ===Learning objectives=== | | ===Learning objectives=== |
− | * Understanding the units of mesurment of an angle | + | * Understanding the units of measurement of an angle |
− | * Understanding the interconversion units of mesurment of an angle | + | * Understanding the interconversion units of measurement of an angle |
| | | |
| ===Notes for teachers=== | | ===Notes for teachers=== |
Line 57: |
Line 57: |
| | | |
| ===Activities=== | | ===Activities=== |
− | #Activity No #1[[trigonometry_Angle Measurement _activity 1 | Introducing units of angle mesurments]] | + | #Activity No #1[[trigonometry_Angle Measurement _activity 1 | Introducing units of angle measurements]] |
− | #Activity No #2[[trigonometry_Angle Measurement _activity 2 | Interconversion between degree mesurment and angle mesurment]] | + | #Activity No #2[[trigonometry_Angle Measurement _activity 2 | Interconversion between degree measurement and angle measurement]] |
| + | #Activity No #3 Angle of elevation and angle of depression |
| | | |
| ==''' Introduction to Trigonometric Ratios '''== | | ==''' Introduction to Trigonometric Ratios '''== |
Line 72: |
Line 73: |
| #Activity No #2 | | #Activity No #2 |
| | | |
− | =='''Trignometric ratio with angles'''== | + | =='''Trigonometric ratio with angles'''== |
| ===Learning objectives=== | | ===Learning objectives=== |
| ===Notes for teachers=== | | ===Notes for teachers=== |
| Many teachers and students feel that Trigonometry is a difficult to understand subject. One reason for this is that Trigonometry is multi-concept based. A student should know following concepts well | | Many teachers and students feel that Trigonometry is a difficult to understand subject. One reason for this is that Trigonometry is multi-concept based. A student should know following concepts well |
| #of measuring-angles, triangle and right-angled triangle, | | #of measuring-angles, triangle and right-angled triangle, |
− | #pythogorus theorem, | + | #Pythagoras theorem, |
| #ratios, | | #ratios, |
| #proportionality | | #proportionality |
| #Identities. | | #Identities. |
− | #Trigonometry also require students insight,v isualization ,and perceptual ability. | + | #Trigonometry also require students insight,visualization ,and perceptual ability. |
| | | |
| ===Activities=== | | ===Activities=== |
Line 88: |
Line 89: |
| #Activity No #2 | | #Activity No #2 |
| | | |
− | =='''Aplication of Trignometry'''== | + | =='''Application of Trigonometry'''== |
| ===Learning objectives=== | | ===Learning objectives=== |
| ===Notes for teachers=== | | ===Notes for teachers=== |