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# Finding the Equations of Trigonometric Functions - Radians (Part 2)

- 1Find an equation of the trigonometric function given:

Maximum =10 and Minimum = -1

Period = $\pi$

Is at the maximum value at 0°

- 2Find an equation of the trigonometric function given:

Maximum =7 and Minimum = -3

Period = $\frac{2\pi}{3}$

Is at the minimum value at 0°

- 3Find an equation of the trigonometric function given:

Maximum =0 and Minimum = -6

Period = $\frac{\pi}{2}$

Is on the sinusoidal axis at 0°, and then moves towards its maximum value. - 4Find an equation of the trigonometric function given:

Maximum =4 and Minimum = -10

Period = 60

Is at the minimum value at 40

( trigonometry / trig )

$$e=mc^2$$