plz.. give this both answer
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1) Area of sector of a circle of radius r with centre angle as θ is.
Ans - (c) πr²θ/360°
Explanation -
As area of circle is πr² and angle between the circle is θ . So,
Area of Sector = πr² * angle/Complete angle
⇒Area of Sector = πr²θ/360°
2) If Sinθ = Cosθ . What is value of θ
Ans - 45°
Explanation -
Sinθ = Cosθ
⇒Sinθ/Cosθ = 1
(As value of Tan45° is 1)
⇒Tanθ = Tan45°
⇒ θ = 45°
∴ So, angle is 45°
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