Asked by gynn
                Given sin(x)=3/5 and 0<x<pi/2, find the value of sin(x+4pi)
            
            
        Answers
                    Answered by
            R_scott
            
    4 π is two complete circles
so sin(x+4pi) equals sin(x)
    
so sin(x+4pi) equals sin(x)
                    Answered by
            gynn
            
    it mostly asking for the value
however the awnser choices are :
a)4/5
b)3/5
c)-4/5
d)-3/5
e)2/5
    
however the awnser choices are :
a)4/5
b)3/5
c)-4/5
d)-3/5
e)2/5
                    Answered by
            Reiny
            
    geesh, didn't R_scott tell you that sin(x+4pi) = sin(x)
And what was the story about sin(x) ?
    
And what was the story about sin(x) ?
                    Answered by
             henry2,  
            
    sin(4pi) = sin(0) .
sin(x+4pi) = sin(x+0) = 3/5 + 0 = 3/5.
    
sin(x+4pi) = sin(x+0) = 3/5 + 0 = 3/5.
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