Question

(iii) Solve 2 (ii) If cos 0 = , find the value of (a - b) 1+tan2(a-b)
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Answer 1

Answer:

iii) Solve 2 (ii) If cos 0 = , find the value of (a - b) 1+tan2(a-b)iii) Solve 2 (ii) If cos 0 = , find the value of (a - b) 1+tan2(a-b)

​iii) Solve 2 (ii) If cos 0 = , find the value of (a - b) 1+tan2(a-b)

​iii) Solve 2 (ii) If cos 0 = , find the value of (a - b) 1+tan2(a-b)

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Step-by-step explanation:

iii) Solve 2 (ii) If cos 0 = , find the value of (a - b) 1+tan2(a-b)

​iii) Solve 2 (ii) If cos 0 = , find the value of (a - b) 1+tan2(a-b)

​iii) Solve 2 (ii) If cos 0 = , find the value of (a - b) 1+tan2(a-b)

​iii) Solve 2 (ii) If cos 0 = , find the value of (a - b) 1+tan2(a-b)

​iii) Solve 2 (ii) If cos 0 = , find the value of (a - b) 1+tan2(a-b)

​iii) Solve 2 (ii) If cos 0 = , find the value of (a - b) 1+tan2(a-b)

​iii) Solve 2 (ii) If cos 0 = , find the value of (a - b) 1+tan2(a-b)

​iii) Solve 2 (ii) If cos 0 = , find the value of (a - b) 1+tan2(a-b)

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