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is calculated as β = θ - 180°. If the terminal arm of the principal angle lies in quadrant 4 then the related acute angle is calculated as β = 360° - θ. Any point can be represented as a point on a circle of radius r, and has the formula x2 + y2 = r2. Use the image below to help you write an expression for each of the primary trigonometric

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θ 180 = θ r π θ 180 = π 6 π θ = 180 6 θ = 30° θ 180 = θ r π θ 180 = π 6 π θ = 180 6 θ = 30° We use the proportion, substituting the given information. θ 180 = θ R π θ 180 = 3 π θ = 3 ( 180 ) π θ ≈ 172° θ 180 = θ R π θ 180 = 3 π θ = 3 ( 180 ) π θ ≈ 172°

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That's why hurricanes originating in the northern hemisphere rotate counterclockwise. And those developing in the southern hemisphere spin in a clockwise direction.

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There are many different formulas that one can use to calculate the area of a triangle. This is the most common formula used and is likely the first one that you have seen. Observe that this is exactly half the area of a rectangle which has the same base and height. The proof for this is quite trivial, so there isn't much explanation needed. A logical reasoning for this is that you can ...

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With such a formula, if the calculated array value is 2 or greater, the formula retains the value. However, if the calculated value is 1 or 0, the formula changes the value to 2. Formula: Array number = IF (Arrayparam < 2, 2, Arrayparam) Make muntins visible only when the number of window lights is greater than 1.

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Let's make note of the fact that when drawn in standard position, \(\pi\,\text{rad}\) and \(180^{\circ}\) both generate one-half of a complete revolution in the counterclockwise direction. Because of this, \(\pi\,\text{rad}=180^{\circ}\text{.}\) We can use this fact to convert between radian measurement and degree measurement. Example 16.1.18.