Evaluate each of the following
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SOLUTION :
Given :
tan² 60° + 4cos² 45° + 3sec² 30° + 5cos² 90° / cosec 30° + sec 60° −cot² 30°
= (√3)² + 4(1/√2)² + 3(2/√3)² +5(0)² / 2 + 2 - (√3)²
[tan 60° = √3 , cos 45° = 1/√2 , sec 30° = 2/√3 , cos 90°= 0 , cosec 30° = 2 , sec 60° = 2 , cot 30°= √3]
= 3 + 4 × ½ + 3 × 4/3 + 0 / 4 - 3
= 3 + 2 + 4 / (1)
= 9/1 = 9
tan² 60° + 4cos² 45° + 3sec² 30° + 5cos² 90° / cosec 30° + sec 60° −cot² 30° = 9
Hence, tan² 60° + 4cos² 45° + 3sec² 30° + 5cos² 90° / cosec 30° + sec 60° - cot² 30° = 9
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