Question 1202429
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Try this out! Sketch a figure and solve each right triangle ABC with right angle at C, given that: 1. A = 76° and a = 13

 2. A 22° and b = 22 3. B 30° and b = 11 4. B 18° and a = 18 5. A 77° and b = 42

That diagram, plus other things are INCORRECT from that other person.

In a right-triangle, how can the side opposite the larger acute angle (76<sup>o</sup>) be SHORTER than the side opposite the SMALLER
acute angle, namely 14<sup>o</sup>? This makes ABSOLUTELY no sense!</pre>