SUPER HEXAGON. Retention of the rules is the key to master the trigonometric identities. Given the hexagon and clues. Identify the identities being stated. sin cos A В tan E 1 cot sec cse Triangle A...


please answer 1,4&5. thankyou!


SUPER HEXAGON. Retention of the rules is the key to master the<br>trigonometric identities. Given the hexagon and clues. Identify the<br>identities being stated.<br>sin<br>cos<br>A<br>В<br>tan<br>E<br>1<br>cot<br>sec<br>cse<br>Triangle A Clockwise from sin = Pythagorean Identity<br>%3D<br>4. Tringle D and C (meets at bisector)<br>5. Triangle E Clockwise from tan<br>18<br>C.<br>LL<br>

Extracted text: SUPER HEXAGON. Retention of the rules is the key to master the trigonometric identities. Given the hexagon and clues. Identify the identities being stated. sin cos A В tan E 1 cot sec cse Triangle A Clockwise from sin = Pythagorean Identity %3D 4. Tringle D and C (meets at bisector) 5. Triangle E Clockwise from tan 18 C. LL
A. Prove each of the following identities.<br>What's More<br>Practice Time!<br>COs A +1+ sin A<br>1.<br>1+ sin A<br>Cos A<br>2 sec A<br>

Extracted text: A. Prove each of the following identities. What's More Practice Time! COs A +1+ sin A 1. 1+ sin A Cos A 2 sec A

Jun 04, 2022
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