Finite Mathematics & Its Applications 10th (tenth) edition

Categories Finite Mathematics

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If your computer's clock shows a date before 1 Jan 1970, the browser will automatically forget the cookie. Let 6 < 5. (i.) Wh(;n a < 5, we must have A < B, or B > A Now the equation sin B = -- — sin A (1), gives us B > A, since sin a < sin b when h < -, Hence wo have both B, B' > A, and there are two sohillons* OBLlQtJE-AKGLED TRIANGLES. 345 (ii.) When a = 5, we have shown, since here a, A are each < -, that there is one solution, (iii.) When a> h, vre have A > B; Kow if a + 6 = TT, or sin a = sin 6, equation (1) above gives sin B = sin A; that is B = A, and K > A.

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