Question

The value of (cosec A- sin A) (sec A - Cos A) (tan A +cot A)​

Answer 1

Answer:

$(coseca - sina)(sec - cosa)(tana + cota) \\ = (1 - sin {}^{2} a \div sina)(1 - cos {}^{2} a \div cosa)(sin {}^{2} a + cos {}^{2} a ÷ sinacosa) \\ = (cos {}^{2} a \div sina)(sin {}^{2} a \div cosa)(1 \div sinacosa) \\ = (sin {}^{2} acos {}^{2} a \div sinacosa)( 1 \div sinacosa) \\ = sinacosa \div sinacosa \\ = 1$

Answer 2

Solution →

Answer is in the attachment.

__________________________

───── ❝ TheEnforceR ❞ ─────

Mark as Brainliest !! ✨✨