Respuesta :

cosine = adjacent / hypotenuse

cosine (A) = 6 / 10

cosine (C) = 8 / 10

Since 8 / 10 equals 4 / 5 then it is

Angle C that is the answer


The acute angle that has a cosine of 4/5 is angle B

SOH CAH TOA identity

From the given diagram;

Hypotenuse = 10

Considering the angle <A

Adjacent  = 6

cos <A = adj/hyp

cos<A = 6/10

cos<A = 3/5

Considering the angle <B

Adjacent  = 8

cos <B = adj/hyp

cos<B = 8/10

cos<B = 4/5

Hence the acute angle that has a cosine of 4/5 is angle B

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