Question : Which among the following statements is true regarding international date line ?
Option 1: It is 180 degree longitude.
Option 2: It is a straight line
Option 3: It is a big circle.
Option 4: It is a curved line beyond earth.
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Correct Answer: It is 180 degree longitude.
Solution : The correct answer is- it is 180 degree longitude
In the International Meridian Conference held in 1884 in Washington D.C. international date line was decided. It roughly corresponds with the 180 degree longitude of the earth. It passes mostly from the Pacific Ocean and some sparsely populated islands. It is a line from where the calendar days are demarcated. If we move from east to west in international date line we gain a day because date changes from there.
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Question : Which of the following statements is INCORRECT?
Option 1: If a chord is extended outside the circle on both ends then it is called a secant.
Option 2: Tangent is perpendicular to the radius of the circle at the point of contact.
Option 3: A line intersecting at two distinct points of a circle is called a tangent.
Option 4: A tangent is a line touching only one point of the circle.
Question : The distance-time graph for the motion of an object moving with a constant speed is a ______.
Option 1: dot
Option 2: circle
Option 3: straight line
Option 4: curve
Question : Which among the following is false about Earth ?
Option 1: It is the densest planet.
Option 2: It is the fifth largest planet
Option 3: It is also known as red planet
Option 4: It is the third planet from sun.
Question : Two chords of lengths $a$ metre and $b$ metre subtend angles $60^{\circ}$ and $90^{\circ}$ at the centre of the circle, respectively. Which of the following is true?
Option 1: $b=\sqrt{2}a$
Option 2: $a=\sqrt{2}b$
Option 3: $a=2b$
Option 4: $b=2a$
Question : ABC is an isosceles triangle where AB = AC, which is circumscribed about a circle. If P is the point where the circle touches the side BC, then which of the following is true?
Option 1: BP = PC
Option 2: BP > PC
Option 3: BP < PC
Option 4: BP = $\frac{1}{2}$ PC
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