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If \[f(x)=\frac{ 3 }{ 2}\sqrt{1+\tan x} \times \sec ^{2} x\] then find f(0)
...What math are you in?
do you know how to determine the tangent of an angle
If you look at the unit circle of radius 1, the tangent is y/x for any point on the circle
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of the angle is zero degrees, you are on the +x axis, and y/x will be zero, so tangent of zero is 0...
secant , is 1/cos(x), any point on the circle is (x , y ) = (cos , sin ) the x coordinate for zero degrees (+x axis) , is 1
put those values in and solve... f(0) http://www.mathsisfun.com/geometry/unit-circle.html
So is the answer 3/2?
yep
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