Subject

Quantitative Aptitude

Class

SSCCGL Class 12

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 Multiple Choice QuestionsMultiple Choice Questions

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61.

P, Q R are the points so that PR = 3 cm, QR = 5 cm and PQ = 8 cm. The number of circle passing through the points P, Q, R is

  • 3

  • 2

  • 1

  • 1


D.

1

No circle can pass through these points as even it is not possible to make a triangle with sides, draw a rough diagram and check it out.

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62.

If sin space left parenthesis 2 straight a space plus space 45 degree right parenthesis space equals space cos space left parenthesis 30 degree space minus space straight a right parenthesis comma where 0° < a < 90°, then the value of a is

  • 0°

  • 15°

  • 45°

  • 45°

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63.

The average age of 3 friends is 23. Even if the age of 4th friend is added, the average age remains the same. Then the age of the four friend is

  • 20 years

  • 21 years

  • 22 years

  • 22 years

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64.

The LCM of two prime numbers x and y, (x > y) is 161. The value of (3y - x)

  • -2

  • -1

  • 1

  • 1

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65.

If straight U subscript straight n space equals space 1 over straight n space minus space fraction numerator 1 over denominator straight n plus 1 end fraction, then the value of U1 + U2 + U3 + U4 + U5

  • 1 fourth
  • 5 over 6
  • 1 over 6
  • 1 over 6
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66.

If straight x plus 1 over straight x space equals space square root of 3, then the value of straight x cubed space plus space 1 over straight x cubed is

  • square root of 3
  • fraction numerator 1 over denominator square root of 3 end fraction
  • 0

  • 0

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67.

In a ΔABC, if angle straight A space plus space angle straight B space equals space 135 degreeand  angle straight C space plus space 2 angle straight B space equals space 180 degree then the correct relation is

  • CA > AB

  • CA = AB

  • CA < AB

  • CA + AB = CB

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68.

Length of a chord PQ of a circle with centre O is 4 cm. If the distance of PQ from the point O is 2 cm, then the length of the diameter is

  • 2√2

  • 3√2

  • 5√2

  • 4√2

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69.

The shadow of a vertical tower on ground level increases by 10 m when the altitude of the sun changes from 45° to 30°. The height of the tower is

  • 5( √3 + 1 ) m

  • 10( √3 - 1 ) m

  • 9 m

  • 13 m

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70.

An arc AB of a circle subtends an angle x radius at the centre of the circle. Given that the area of the sector AOB is equal to the square of the length of the arc AB, then the value of x is

  • 1/√2

  • 1/2

  • 1/√3

  • 1/3

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