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If sec (θ + 45)° = √8/2 then find then calculate of tan θ?
5. 2

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Best answer
Correct Answer - Option 1 : 0

Given:

It is given that sec (θ + 45)° = √8/2

Formula Used:

Basic concept of trigonometric ratio and identities

We know that

Sec 45° = √2 and tan 0° = 0

Calculation:

We can simplifies the given expression

∴ Sec (θ + 45)° = 2√2/2

⇒ Sec (θ + 45)° = √2

⇒ Sec (θ + 45)° = Sec 45°

⇒ (θ + 45)° = 45°

⇒ θ = 0°

Now, we have to find tan θ

∴ tan 0° = 0

Hence, option (1) is correct

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