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RRB NTPC 2024 Mix Test - 26
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RRB NTPC 2024 Mix Test - 26
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  • Question 1/10
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    Two cars, A and B, travel from P and Q at an average speed of 75 km/h and 90 km/h, respectively. If A takes half an hour more than B for the whole journey, then the distance (in km) between P and Q is:

    Solutions

    Given:

    Speed of car A = 75 km/h

    Speed of car B = 90 km/h

    Time taken by A  = Time taken by B + 0.5 hours

    Formula used:

    Speed = Distance/Time

    Calculation:

    Let the distance between points P and Q be D km

    Then, Time taken by A (TA) = D/75     -----(1)

    And, Time taken by B (TB) = D/90      -----(2)

    According to the question

    ⇒ TA = TB + 0.5

    Put the values from equation(1) and equation(2)

    ⇒ D/75 = D/90 + 0.5

    ⇒ D/75 - D/90 = 0.5

    ⇒ (6D - 5D)/450 = 0.5

    ⇒ D = 0.5 × 450 = 225

    Hence, the distance between P and Q is 225 km.

  • Question 2/10
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    Eight doulas, P, Q, R, S, E, F, G and H, are sitting around a square table, facing the centre of the table. Four of them are sitting at the corners, while the rest of them are sitting at the exact centre of all the sides. G is at the immediate right of S. S, at a corner, is sitting fourth to the right of E. H is at the immediate left of F and is second to the right of P. R, at a corner, is between G and P.

    Who is sitting between F and S?

    Solutions

    According to the given information,

    1) S, at a corner, is sitting fourth to the right of E.

    2) G is at the immediate right of S.

    3) R, at a corner, is between G and P.

    4) H is at the immediate left of F and is second to the right of P.

    5) Thus, the final arrangement is:

    Here, we can see that Q is sitting between F and S.

    Hence, the correct answer is "Q".

  • Question 3/10
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    How many veto powers is vested in President of India?

    Solutions

    The correct answer is Three.

    Key Points

    • The president has three veto powers, i.e. absolute, suspension & pocket.
    • The president can send the bill back to parliament for changes, which constitutes a limited veto that can be overridden by a simple majority.
    • But the Bill reconsidered by the parliament becomes law with or without the assents of the President after 14 days.
    • The president can also take no action indefinitely on a bill, sometimes referred to as a pocket veto.
    • The president can refuse to assent, which constitutes an absolute veto.

    Important Points

    The three types of Vetoes are:

    1. Absolute Veto
    2. Suspensive Veto
    3. Pocket Veto

  • Question 4/10
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    Who among the following defeated Harshavardhana when he invaded the Chalukya kingdom in the Deccan?

    Solutions

    The correct answer is Pulakesin II.

    Key Points

    • Pulakesin II defeated Harshavardhana when he invaded the Chalukya kingdom in the Deccan.
    • Pulakeshin II, the King of the Chalukya dynasty defeated Harshavardhana when he sought to enlarge his Empire into the southern peninsula of India.
    • He defeated Harshavardhana on the banks of the Narmada river in 618-619 AD.
    • The Aihole inscription was written by the Ravikirti, court poet of Chalukya King, Pulakesin II who reigned from 610 to 642 CE.

    Additional Information

    • Chalukya dynasty:  
      • It lasted from 543 A.D. to 755 A.D.
      • Pulakesin I was the founder of the Chalukya dynasty. He established a small kingdom with Vatapi or Badami as its capital.
      • The Western Chalukyas ruled over an extensive area in the Deccan for about two centuries after which the Rashtrakutas became powerful.
      • The family of Western Chalukyas had its offshoots like the Eastern Chalukyas of Vengi and the Chalukyas of Kalyani.
      • Kirtivarman II was the last of the rulers of the Chalukyas.
      • He was defeated by Dantidurga, the founder of the Rashtrakuta dynasty.
  • Question 5/10
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    ABCD is a quadrilateral in which  K and k is an integer. Also {w, x} < 90 and {y, z} > 90, then the difference between the greatest angle and smallest

    Solutions

    Given:

    ABCD is a quadrilateral in which

    Also {w, x} < 90 and {y, z} > 90

    Formula used:

    Sum of angle of a quadrilateral is 360°

    Calculations:

    Let, k = 1

    ⇒ z = y, w = x,  y = x

    ⇒ w, x = 90° (not possible)

    Let k = 2,

    ⇒ x = 2w

    ⇒ y = 2x = 4w and z = 2y = 8w

    ⇒ x + y + z + w = 360°

    ⇒ 2w + 4w + 8w + w = 360°

    ⇒ w = 24°

    ⇒ z = 8w = 8 × 24 = 192°

    ∴ The value of (z - w) is 168°.

    Additional Information

    Let k = 3

    ⇒ z = 3y,

    But according to question,

    y > 90° ⇒  z > 270°  (not possible)

  • Question 6/10
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    Select the correct mirror image of the given figure which will be formed when the mirror is placed on MN as shown below.

    Solutions

    The mirror image of the given figure is:

    Hence, the correct answer is "Option (4)".

  • Question 7/10
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    Who was the founder of the Pratihara dynasty?

    Solutions

    The correct answer is Nagabhata-I.

    Key Points

    • Nagabhatta I was the founder of the Gurjara-Pratiharas Dynasty.
    • The Pratiharas Dynasty(8th-11th Century A.D): 
      • The Pratiharas were also renamed as Gurjara.
      • Between the 8th and 11th century A.D, they ruled over northern and western India.
      • Pratiharas: A fortification- Against the hostility of the Muslims from the days of Junaid of Sind, the Pratiharas stood as a fortification of India’s defense to Mahmud of Ghazni.

    Additional Information

    • Basic Information about other Kings given in Option:
      • Narasimhadeva I: Narasingha Deva I was a powerful monarch and warrior of the Eastern Ganga Dynasty or suryabansha of early medieval Odisha who reigned from 1238 to 1264.
      • Harshvardhan: He was an Indian emperor who ruled majorly in North India from 606 to 647 CE. He was a member of the Vardhana dynasty. 
      • Ramachandra: He was a ruler of the Sauna (Yadava) dynasty of Deccan region in India. He established his capital in Devagiri which is presently located in Maharashtra.
  • Question 8/10
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    In the number 455 is divided in the ratio of 4 ∶ 3, then the two parts of 455 shall be respectively?

    Solutions

    Solution:

    To divide 455 in the ratio of 4:3, we need to find the two parts that add up to 455 and are in the ratio of 4:3.

    Let the two parts be 4x and 3x. Then, the sum of the two parts is 4x + 3x = 7x, which should be equal to 455.

    ⇒ 7x = 455

    ⇒ x = 65

    Therefore, the two parts are 4x = 4 × 65 = 260 and 3x = 3 × 65 = 195.

    Hence, the two parts are 260 and 195.

  • Question 9/10
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    Select the triad from the below options that has the same analogy as the following triads.

    (NOTE: Operations should be performed on the whole numbers, without breaking down the numbers into its constituent digits. E.g. 13 - Operations on 13 such as adding/subtracting/multiplying etc. to 13 can be performed. Breaking down 13 into 1 and 3 and then performing mathematical operations on 1 and 3 is not allowed)

    3 : 26 : 8

    7: 342 : 20

    Solutions

    The logic followed here is:

    Logic: (1st number)3 - 1 = 2nd number,

    1st number × 3 - 1 = 3rd number.

    Now,

    For, 3 : 26 : 8

    ⇒ (3)3 - 1 = 27 - 1 = 26.

    ⇒ 3 × 3 - 1 = 9 - 1 = 8.

    For, 7: 342 : 20

    ⇒ (7)3 - 1 = 343 - 1 = 342.

    ⇒ 7 × 3 - 1 = 21 - 1 = 20.

    Similarly, Option 4) 4 : 63 : 11

    ⇒ (4)3 - 1 = 64 - 1 = 63.

    ⇒ 4 × 3 - 1 = 12 - 1 = 11.

    Hence, the correct answer is "Option 4".

  • Question 10/10
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    What is GDP?

    Solutions

    Gross domestic product (GDP) is a monetary measure of the value of all final goods and services produced in a period. Nominal GDP estimates are commonly used to determine the economic performance of a whole country or region, and to make international comparisons.

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