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Question Answer

► MCQ Exam ON : Fundamentals of Trigonometry

Two cities whose longitudes are 20°E and 40°W on the equator are apart


1)  
2)
3)  
4)  
5)  

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Important MCQ on Related Subject

📌     1° =
📌     cscθ =
📌     cotθ =
📌     In one hour, the minutes hand of a clock turns through
📌     1 + tan<sup>2</sup>2θ/2 =
📌     1 radian =
📌     sec<sup>2</sup>θ-tan<sup>2</sup>θ =
📌     A right angle is the angle of measure
📌     tanθ =
📌     1/4 rotation(anti-clockwise) =
📌     √((1 - sinθ)/(1 + sinθ)) =
📌     In 30 minutes, the minutes hand of a clock turns through
📌     A radian is the measure of the central angle of an arc of a circle whose length is equal to the
📌     If the circumference of a circle is divided into 360 congruent parts, the angle subtended by one part at the center of the circle is called
📌     sin<sup>2</sup>θ =
📌     1° =
📌     (secθ-tanθ)<sup>2</sup> =
📌     If cotθ &gt; 0 and sinθ &lt; 0, then terminal arc of the angle lies in quadrant :
📌     1′ =
📌     sin<sup>2</sup>2θ =
📌     80° =
📌     cosθ+sinθtanθ =
📌     The radian measure of the central angle of an arc 50m long on a circle of radius 25m is
📌     csc<sup>2</sup>θ-cot<sup>2</sup>θ =
📌     If l and r are in cms, then the unit of θ is in
📌     The area of a sector of a circular region of radius r and the central angle of the sector θ radians is
📌     45° =
📌     cotθ =
📌     cos<sup>2</sup>2θ =
📌     csc<sup>2</sup>θ =

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