For sin(θ) = -0.4321, 0

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  3. Prove that 140 * 141 * 142 * ... * 159 * 160 is divisible by 4321.
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  4. Prove that 140 * 141 * 142 * ... * 159 * 160 is divisible by 4321.
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  5. For sin(θ) = -0.4321, 0 ≤ θ ≤ 360°. (8)How many solutions are possible? In which quadrants would you find the solutions?
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  6. When the digits of a positive integer are written in reverse to form a new positive integer with the same number of digits(e.g.,
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