sin45+cos45 -sec90 what is the ans of it
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sin45 =1/root2
cos45 = 1/root2
sec90= infinity
1/root2 + 1/root2 - infinity
2/root2 -infinity
root2 - infinity
1.414- Infinity
= - infinity is answer
cos45 = 1/root2
sec90= infinity
1/root2 + 1/root2 - infinity
2/root2 -infinity
root2 - infinity
1.414- Infinity
= - infinity is answer
Answered by
1
Let me help you with this question.
Given that,
sin 45° . cos 45° - sin 300°
= (1 / √2) . (1 / √2) - sin 300° (∵sin 45° = cos 45° = 1 / √2)
= 1 / (√2 x √2) - sin (270° + 30°)
= 1 / 2 - (- cos 30°) [∵ sin (270° + ∅) = - cos ∅]
= 1 / 2 + cos 30°
= 1 / 2 + √3 / 2 (∵ cos 30° = √3 / 2)
= (1 + √3) / 2
which is the required answer.
Hope it will help you. Thanks.
Given that,
sin 45° . cos 45° - sin 300°
= (1 / √2) . (1 / √2) - sin 300° (∵sin 45° = cos 45° = 1 / √2)
= 1 / (√2 x √2) - sin (270° + 30°)
= 1 / 2 - (- cos 30°) [∵ sin (270° + ∅) = - cos ∅]
= 1 / 2 + cos 30°
= 1 / 2 + √3 / 2 (∵ cos 30° = √3 / 2)
= (1 + √3) / 2
which is the required answer.
Hope it will help you. Thanks.
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