A point is given on the terminal side of an angle drawn in standard position. Find the values of the six trigonometric functions of 0. Simplify your answers as much as possible. Rationalize the denominator, if necessary. (-3, 4) Part 1 of 6 0/0 Terms of L sin 0 = Part 2 of 6 Cos 0 = Part 3 of 6 00 l X 0/0 F S S

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A: It is not tan 0. It is tan θ.θ is the angle between the Base and the Hypotenuse of the Right angle…

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A: We know, cosx= ±√(1-sin2x) cotx= cosx/sinx

A: Given, cot θ=6 in qudrant IIIcot θ=6 and π≤θ≤3π2Now, θ=cot-1(6)+π θ=9.46°+π θ=189.46°Thus, θ=189.46°

A: To evaluate the value of the sine function a the the given point

A: Consider the provided function, y=cosetan3x Differentiate the provided function with respect to x.

A: To integrate: ∫sin2xsin5xsin3xdx Solution: We know, sin(A-B)=sinAcosB-cosAsinB    ...(1)…

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