SOLUTION: If given that tan(A) = 5 in Quadrant III and sin(B) = {{{ 2/3 }}} in Quadrant II, what is the Quadrant of A-B?
A.) I
B.) II
C.) III
D.) IV
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-> SOLUTION: If given that tan(A) = 5 in Quadrant III and sin(B) = {{{ 2/3 }}} in Quadrant II, what is the Quadrant of A-B?
A.) I
B.) II
C.) III
D.) IV
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Question 1064830: If given that tan(A) = 5 in Quadrant III and sin(B) = in Quadrant II, what is the Quadrant of A-B?
A.) I
B.) II
C.) III
D.) IV Answer by Boreal(15235) (Show Source):
You can put this solution on YOUR website! The tangent of 5 in QIII is -5/-1
That is 78 degrees in QI or at 258.69 degrees
Sin of 2/3 is the angle less than 180 or 41.8 less or 138.2 degrees.
A-B=120.5 degrees, QuadrantII
B.
