Given sin x = 5/13 and 0 < x < pi/2 find the value of sin(π − x).
12/13
5/13
-12/13
-5/13
well, duh, since sin(π-x) = sin(x)
To find the value of sin(π - x), we can use the identity sin(π - x) = sin x.
Given that sin x = 5/13, we can substitute this value into the identity:
sin(π - x) = sin x = 5/13.
So, the value of sin(π - x) is 5/13.
To find the value of sin(π - x), we can use the trigonometric identity sin(π - x) = sin(x).
Given sin(x) = 5/13, we can conclude that sin(π - x) is also equal to 5/13.
Therefore, the answer is 5/13.