How do you solve $Sine A = 26/22$ ?

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Answer 1 · 2016-10-04T12:07:31

No such value exists for $A$

$sin(A) <= 1$ for all values of $A$
( $sin$ is restricted to the range $[-1,+1]$ )

$26/22 > 1$

Therefore $sin(A)!=26/22$ for any value of $A$

Note tehe replacement of $"sine"$ with $sin$ has been strictly for formatting purposes.

How do you solve Sine A = 26/22 Sine A = 26/22 ?