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To solve triangle ABC(with angles A,B and C, sides a, b, and c, with side length la, lb, lc respectively) (A) If A= 45, la= 7√2...Asked by Anonymous
To solve triangle ABC(with angles A,B and C, sides a, b, and c, with side length la, lb, lc respectively)
(A) If A = 45°, la = 7√2, and lb = 7, then there is one solution.
(B) If A = 30°, la < lb/2, then there is no solution.
(C) If A = 30°, la > lb/2, then there are two solutions.
(D) All the above (A) (B) (C) are true.
(E) None of the above (A) (B) (C) is true.
(A) If A = 45°, la = 7√2, and lb = 7, then there is one solution.
(B) If A = 30°, la < lb/2, then there is no solution.
(C) If A = 30°, la > lb/2, then there are two solutions.
(D) All the above (A) (B) (C) are true.
(E) None of the above (A) (B) (C) is true.
Answers
Answered by
oobleck
did you try drawing the triangles?
(B) is true if b is the hypotenuse. (B = 90°)
Not true if C > 60°
See what you can do with (A) and (C)
(B) is true if b is the hypotenuse. (B = 90°)
Not true if C > 60°
See what you can do with (A) and (C)
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