Different Values x 6 cm 70° Is the following
Description: Different Values x 6 cm 70 Is the following triangle unique or can x be different values? Is the following triangle unique or can x be different values? Unique x 6 cm 70 5 cm Is the following triangle unique or can x be different
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slide1. Different Values x 6 cm 70° Is the following triangle ‘unique’
or can x be different values?<br>
slide2. Is the following triangle ‘unique’
or can x be different values? Unique x 6 cm 70° 5 cm<br>
slide3. Is the following triangle ‘unique’
or can x be different values? 4 cm 5 cm x Different Values<br>
slide4. Is the following triangle ‘unique’
or can x be different values? Unique 4 cm 5 cm 3.2 cm x<br>
slide5. Is the following triangle ‘unique’
or can x be different values? 6 cm 4 cm x Different Values<br>
slide6. Is the following triangle a ‘unique’
or can x be different values? 6 cm 4 cm x 70° Unique<br>
slide7. Is the following triangle ‘unique’
or can x be different values? 10 cm x 115° Different Values<br>
slide8. Is the following triangle ‘unique’
or can x be different values? 10 cm x 115° Unique 35°<br>
slide9. Is the following triangle ‘unique’
or can x be different values? 6 cm x 40° 5 cm Different Values<br>
slide10. Side Angle Side (SAS) To construct ‘unique’ triangles
you need the following information:<br>
slide11. Angle Side Angle (ASA)<br>
slide12. Side Side Side (SSS)<br>
slide13. To construct ‘one off’ triangles
you need the following information: Side Angle Side (SAS) Angle Side Angle (ASA) Side Side Side (SSS) Constructing Triangles<br>
slide14. You need the follow equipment:<br>
slide15. Constructing a SAS triangle<br>
slide16. Constructing a ASA triangle<br>
slide17. Constructing a SSS triangle<br>
or can x be different values?<br>
slide2. Is the following triangle ‘unique’
or can x be different values? Unique x 6 cm 70° 5 cm<br>
slide3. Is the following triangle ‘unique’
or can x be different values? 4 cm 5 cm x Different Values<br>
slide4. Is the following triangle ‘unique’
or can x be different values? Unique 4 cm 5 cm 3.2 cm x<br>
slide5. Is the following triangle ‘unique’
or can x be different values? 6 cm 4 cm x Different Values<br>
slide6. Is the following triangle a ‘unique’
or can x be different values? 6 cm 4 cm x 70° Unique<br>
slide7. Is the following triangle ‘unique’
or can x be different values? 10 cm x 115° Different Values<br>
slide8. Is the following triangle ‘unique’
or can x be different values? 10 cm x 115° Unique 35°<br>
slide9. Is the following triangle ‘unique’
or can x be different values? 6 cm x 40° 5 cm Different Values<br>
slide10. Side Angle Side (SAS) To construct ‘unique’ triangles
you need the following information:<br>
slide11. Angle Side Angle (ASA)<br>
slide12. Side Side Side (SSS)<br>
slide13. To construct ‘one off’ triangles
you need the following information: Side Angle Side (SAS) Angle Side Angle (ASA) Side Side Side (SSS) Constructing Triangles<br>
slide14. You need the follow equipment:<br>
slide15. Constructing a SAS triangle<br>
slide16. Constructing a ASA triangle<br>
slide17. Constructing a SSS triangle<br>