# Find the value of secx for angle x in standard position if the point at (5,-2) lies on its terminal side?

• Find the value of secx for angle x in standard position if the point at (5,-2) lies on its terminal side?

Standard Position: An angle is in ... Quadrant II angle since its terminal side lies in ... the terminal side of the given angle and the x
Positive: 57 %
The standard angle (A) with (5, -2) on its terminal side means tan(A) = -2/5 and A terminates in the 4th quadrant So, A = 360° - 21.8014...° = 338.198 ...
Positive: 54 %

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