If sec A+tan A=1/2. Find the value of sec A-tan A.
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Given that,
- sec A + tan A = 1/2
We know that sec² θ + tan² θ = 1. So, we can write it as...
➡ (sec A + tan A)(sec A - tan A) = 1
➡ 1/2 (sec A - tan A) = 1
➡ (sec A - tan A) = 1 - 1/2
➡ (sec A - tan A) = 2 - 1/2
➡ (sec A - tan A) = 1/2
∴ The value of “ sec A - tan A = 1/2 ”.
Step-by-step explanation:
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