Solution to 4 tan x ÷ 1-tan^2 x?

IsraelV

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Solution to 4 tan x ÷ 1-tan^2 x?

Solution to 4 tan x ÷ 1-tan^2 x?

The given domain is 0 to pi
 
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Solution to 4 tan x ÷ 1-tan^2 x?

The given domain is 0 to pi

I think you meant:

If

4 tan x / [1-tan^2 (x)] = 0

then solve for 'x' where π ≥ x ≥ 0

Notice that

4 tan x / [1-tan^2 (x)] = 4 * tan(2x)


 
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