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Which trigonometric ratio will not have the same value as sin A?
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Sin(A) = BC/CA The inverse is often Cosine(A). Cos(A) = AB/CA Because we know that the hypotenuse is equal to the length of the two smaller sides. BC/CA = AB/CA BCCA = CAAB C = A Which is true, becuase 90 + 45 + a (and we know c = a, so a + 45) 90 + 45 + 45 = 180.
cos A sin C tan C cos C
so it's A. right?
I don't know, is it cos(a)?
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Read the proof I did
Yeah
okay, yeah it is. Thank you darling :)
do you care to help me on about four more?
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