In ΔABC, what is the value of cos B?
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Answer:
BC/AB
Step-by-step explanation:
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sin a = cos b
sin a = sin( 90 - b )
a = 90 - b
a+b = 90 ,
from angle sum property, we know that
in a triangle, a+b+ c = 180
c = 90°.
Now cos 90 ° = 0.
therfore, cosc = 0
sin a = sin( 90 - b )
a = 90 - b
a+b = 90 ,
from angle sum property, we know that
in a triangle, a+b+ c = 180
c = 90°.
Now cos 90 ° = 0.
therfore, cosc = 0
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