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cos^2(∏/4)
Why does this equal to 1/2? Doesn't Cos(Pi/4)= √2/2 ?
Thanks
Why does this equal to 1/2? Doesn't Cos(Pi/4)= √2/2 ?
Thanks
The value of cos²(π/4) equals 1/2, confirmed through the calculation of (√2/2)². The cosine of π/4 is √2/2, and squaring this value results in 1/2. This mathematical identity is a fundamental concept in trigonometry, illustrating the relationship between angles and their cosine values.
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