TAN ANGLE =4 WHAT IS THE ANGLE AND HOW DO I CALCULATE IT

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TAN ANGLE =4 WHAT IS THE ANGLE AND HOW DO I CALCULATE IT. OK it's simple but I can't do it.

Guest Aug 8, 2014

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Best Answer

Use the inverse tanget to calculate this...

tan^-1(4) = x ≈ 76°

Note that this could also be a 76° angle in the 3rd quadrant - ≈ 256° - since the tangent is also positive there.

CPhill Aug 8, 2014

CPhill · Answer 1 · 2014-08-08T05:57:59

Use the inverse tanget to calculate this...

tan^-1(4) = x ≈ 76°

Note that this could also be a 76° angle in the 3rd quadrant - ≈ 256° - since the tangent is also positive there.

AzizHusain · Answer 2 · 2014-08-08T05:53:15

tan (theta) = 4

You take tan^-1 or arc tan or "atan" on this website to solve for the angle:

so tan^-1(4) = theta

theta = 75.963756532074 = ~76 degrees.