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SOLVED: How would you find arctan(-1) without a calculator.
SOLVED:Evaluate the expression without using a calculator. arctan(√(3))/(3)
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7.4 Inverse Trig Functions. For a function to have an inverse it must be one-to- one. One-to-one functions have to pass the horizontal line test. Each. - ppt download
Example 3# (ArcTan) – Inverse trigonometric
trigonometry - Inverse trigonometric functions without calculator, arcsin, arctan - Mathematics Stack Exchange
