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From the space to the plan. Angles. Horizontal: 1. The sum of the internal angles of the triangle. Vertical: 2. The measure of a triangle that it has two width angles 70º and 30º. Vertical: 3. The width of a null angle. Horizontal: 4. The measure of the angle a (Fig. 1).
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From the space to the plan Angles
Horizontal: 1. The sum of the internal angles of the triangle Vertical: 2. The measure of a triangle that it has two width angles 70º and 30º Vertical: 3. The width of a null angle Horizontal: 4. The measure of the angle a (Fig. 1) Horizontal: 5. The width of the complementary of 58º Vertical: 6. The measure of the width angle c (Fig. 1) Horizontal: 7. The measure of the width of an angle in which the origin side is the same as the extreme side Horizontal: 8. The measure of the angle b (Fig. 1)
Horizontal: 9. The width measure of the external angle d Horizontal: 10. The measure of the width angle that it is vertically opposed to the angle of 4º Horizontal: 11. The most possible entire value for the third side of a triangle which both sides have 6 and 3 Horizontal: 12. The supplementary of 171º Results
Horizontal: 1. The sum of the internal angles of the triangle Vertical: 2. The measure of a triangle that it has two width angles 70º and 30º Vertical: 3. The width of a null angle Horizontal: 4. The measure of the angle a (Fig. 1) Horizontal: 5. The width of the complementary of 58º Vertical: 6. The measure of the width angle c (Fig. 1) Horizontal: 7. The measure of the width of an angle in which the origin side is the same as the extreme side Horizontal: 8. The measure of the angle b (Fig. 1)
Horizontal: 1. The sum of the internal angles of the triangle Vertical: 2. The measure of a triangle that it has two width angles 70º and 30º Vertical: 3. The width of a null angle Horizontal: 4. The measure of the angle a (Fig. 1) Horizontal: 5. The width of the complementary of 58º Vertical: 6. The measure of the width angle c (Fig. 1) Horizontal: 7. The measure of the width of an angle in which the origin side is the same as the extreme side Horizontal: 8. The measure of the angle b (Fig. 1)
Horizontal: 1. The sum of the internal angles of the triangle Vertical: 2. The measure of a triangle that it has two width angles 70º and 30º Vertical: 3. The width of a null angle Horizontal: 4. The measure of the angle a (Fig. 1) Horizontal: 5. The width of the complementary of 58º Vertical: 6. The measure of the width angle c (Fig. 1) Horizontal: 7. The measure of the width of an angle in which the origin side is the same as the extreme side Horizontal: 8. The measure of the angle b (Fig. 1)
Horizontal: 1. The sum of the internal angles of the triangle Vertical: 2. The measure of a triangle that it has two width angles 70º and 30º Vertical: 3. The width of a null angle Horizontal: 4. The measure of the angle a (Fig. 1) Horizontal: 5. The width of the complementary of 58º Vertical: 6. The measure of the width angle c (Fig. 1) Horizontal: 7. The measure of the width of an angle in which the origin side is the same as the extreme side Horizontal: 8. The measure of the angle b (Fig. 1)
Horizontal: 1. The sum of the internal angles of the triangle Vertical: 2. The measure of a triangle that it has two width angles 70º and 30º Vertical: 3. The width of a null angle Horizontal: 4. The measure of the angle a (Fig. 1) Horizontal: 5. The width of the complementary of 58º Vertical: 6. The measure of the width angle c (Fig. 1) Horizontal: 7. The measure of the width of an angle in which the origin side is the same as the extreme side Horizontal: 8. The measure of the angle b (Fig. 1)
Horizontal: 1. The sum of the internal angles of the triangle Vertical: 2. The measure of a triangle that it has two width angles 70º and 30º Vertical: 3. The width of a null angle Horizontal: 4. The measure of the angle a (Fig. 1) Horizontal: 5. The width of the complementary of 58º Vertical: 6. The measure of the width angle c (Fig. 1) Horizontal: 7. The measure of the width of an angle in which the origin side is the same as the extreme side Horizontal: 8. The measure of the angle b (Fig. 1)
Horizontal: 1. The sum of the internal angles of the triangle Vertical: 2. The measure of a triangle that it has two width angles 70º and 30º Vertical: 3. The width of a null angle Horizontal: 4. The measure of the angle a (Fig. 1) Horizontal: 5. The width of the complementary of 58º Vertical: 6. The measure of the width angle c (Fig. 1) Horizontal: 7. The measure of the width of an angle in which the origin side is the same as the extreme side Horizontal: 8. The measure of the angle b (Fig. 1)
Horizontal: 1. The sum of the internal angles of the triangle Vertical: 2. The measure of a triangle that it has two width angles 70º and 30º Vertical: 3. The width of a null angle Horizontal: 4. The measure of the angle a (Fig. 1) Horizontal: 5. The width of the complementary of 58º Vertical: 6. The measure of the width angle c (Fig. 1) Horizontal: 7. The measure of the width of an angle in which the origin side is the same as the extreme side Horizontal: 8. The measure of the angle b (Fig. 1)
Horizontal: 9. The width measure of the external angle d Horizontal: 10. The measure of the width angle that it is vertically opposed to the angle of 4º Horizontal: 11. The most possible entire value for the third side of a triangle which both sides have 6 and 3 Horizontal: 12. The supplementary of 171º
Horizontal: 9. The width measure of the external angle d Horizontal: 10. The measure of the width angle that it is vertically opposed to the angle of 4º Horizontal: 11. The most possible entire value for the third side of a triangle which both sides have 6 and 3 Horizontal: 12. The supplementary of 171º
Horizontal: 9. The width measure of the external angle d Horizontal: 10. The measure of the width angle that it is vertically opposed to the angle of 4º Horizontal: 11. The most possible entire value for the third side of a triangle which both sides have 6 and 3 Horizontal: 12. The supplementary of 171º
Horizontal: 9. The width measure of the external angle d Horizontal: 10. The measure of the width angle that it is vertically opposed to the angle of 4º Horizontal: 11. The most possible entire value for the third side of a triangle which both sides have 6 and 3 Horizontal: 12. The supplementary of 171º