Well!!
sec3x +√2=0 ====> sec3x = - √2
cos 3x = -1/√2
hence, 3x = cos-1 (-1/√2) = 3*pi/4
x = pi/4 = 45 degrees
sec3x = â2
3x = inverse sec of â2 (on your calculator it's sec^-1)
x = (inverse sec of â2)/3
is that sec (3x) + sqrt(2) = 0 or sec^3 (x) + sqrt(2) = 0 ??
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Verified answer
Well!!
sec3x +√2=0 ====> sec3x = - √2
cos 3x = -1/√2
hence, 3x = cos-1 (-1/√2) = 3*pi/4
x = pi/4 = 45 degrees
sec3x = â2
3x = inverse sec of â2 (on your calculator it's sec^-1)
x = (inverse sec of â2)/3
is that sec (3x) + sqrt(2) = 0 or sec^3 (x) + sqrt(2) = 0 ??