

Ley de Seno y Coseno
Presentation
•
Mathematics
•
10th Grade
•
Practice Problem
•
Medium
ROCIO GIL
Used 7+ times
FREE Resource
5 Slides • 5 Questions
1
Ley de Seno y Coseno
PROF. ROCIO QUINTERO

2
3
4
5
6
Multiple Choice
Si de un triángulo se conocen los ángulos A=53° y B=38° y cuyo lado b = 6 cm, el teorema apropiado para hallar los lados faltantes es:
Ley de Seno
Ley de Coseno
7
Multiple Choice
Si de un triángulo se conocen los ángulos A=53° y B=38° y cuyo lado b = 6 cm, la medida del lado a, es igual:
9,74 cm
7,78 cm
1,29 cm
5,43 cm
8
Multiple Choice
Si de un triángulo se conocen los ángulos A=53° y B=38° y cuyo lado b = 6 cm. El ángulo C es igual a:
45°
81°
89°
98°
9
Multiple Choice
Si de un triángulo se conocen los ángulos A=53° y B=38° y cuyo lado b = 6 cm, el lado c, es igual a:
9,74 cm
7,78 cm
1,29 cm
5,48 cm
10
Multiple Choice
Si de un triángulo se conocen los ángulos A=53° y B=38° y cuyo lado b = 6 cm, el lado c, es posible hallarlo mediante el teorema de Pitágoras?
Verdadero
Falso
Ley de Seno y Coseno
PROF. ROCIO QUINTERO

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