IBPS PO 2023 PYQs

Question 1

Which sentence should be the SECOND sentence in the paragraph?

Accepted Answer

To find the second sentence, identify the introductory sentence first. Then, look for a sentence that logically follows, expanding on the initial idea or introducing the next step in the narrative/argument.

Question 2

What does the idiom 'smooth over' mean in the context of the passage?

Accepted Answer

The idiom 'smooth over' means to make a problem or disagreement less severe or noticeable. It implies resolving or mitigating an issue.

Question 3

Which sentence should be the FOURTH sentence in the paragraph?

Accepted Answer

To determine the fourth sentence, one must analyze the logical flow and coherence of the paragraph. Sentence B fits best after the preceding sentences, maintaining the narrative progression.

Question 4

According to the passage, which of the following statements is correct?A. The annual leadership summit between India and Russia has not been skipped since 2000.B. Mr. Jaishankar assured that the imports of Russian hydrocarbons will rise despite the West’s Russian sanctions.C. The India-Russia relationship is the only constant in world politics over the last six decades according to Mr. Jaishankar.

Accepted Answer

The passage states the summit was skipped in 2020, making A incorrect. It explicitly mentions Jaishankar's assurance about rising hydrocarbon imports and the relationship being a constant for six decades, confirming B and C.

Question 5

Which sentence should be the SIXTH sentence in the paragraph?

Accepted Answer

To determine the sixth sentence, analyze the logical flow and coherence between sentences. Identify the sentence that naturally follows the fifth sentence, maintaining thematic consistency.

Question 6

What does the author mean by "geopolitical and strategic convergence" between India and Russia in a multipolar world that is "rebalancing"?

Accepted Answer

Geopolitical and strategic convergence implies alignment of diplomatic policies and interests, especially in a rebalancing multipolar world. It signifies shared perspectives on global order.

Question 7

Which sentence should be the FIRST sentence in the paragraph?

Accepted Answer

Identify the sentence that introduces the main topic or sets the context without referring to previous information. Sentence A typically serves this introductory role.

Question 8

What will fit in the blank taken from the passage: 'According to Mr. Jaishankar, both Russia and India are working to ________ any static in their relationship.'

Accepted Answer

The word 'static' in this context refers to interference or problems. To improve a relationship, one would aim to remove or get rid of such issues, making 'eliminate' the most suitable choice.

Question 9

Which sentence should be the FIFTH sentence in the paragraph?

Accepted Answer

To determine the fifth sentence, one must analyze the logical flow and coherence of the entire paragraph. The correct sentence will naturally follow the fourth and precede the sixth.

Question 10

What could be the most suitable title for the passage?

Accepted Answer

The passage likely discusses how India and Russia maintain their relationship despite global pressures, making 'Standing against the Tides' the most fitting title.

Question 11

Directions: Which of the phrases given in the options should replace the word/phrase that is underlined in the sentence to make it grammatically correct? If the sentence is correct as it is given and no correction is required, select ''No correction required'' as the answer.The Indian football teamis set to bear downthe Asian Cup trophy for the first time.

Accepted Answer

The phrasal verb 'bear away' means to win or carry off a prize. This fits the context of winning a trophy. Other options do not convey this meaning.

Question 12

Directions: In the following question, a sentence is divided into four parts (A), (B), (C), and (D). The error, if any, will only be in one part of the sentence. Choose the option with the part containing the error and mark it, if the sentence is free from errors, mark 'No error' as your answer.He bought an (A)/ answering machine that (B)/ play back his messages (C)/ when he calls (D)/.

Accepted Answer

The sentence is in the past tense ('bought'). Therefore, the verb 'play' should also be in the past tense, 'played', to maintain consistency.

Question 13

Directions: In the following sentence, a part of the sentence is underlined. Below are given alternatives to the underlined part, which may improve the sentence. Choose the correct alternative. In case no improvement is needed, choose the alternative that indicates 'No improvement'.Mrs. Kavitha is eclipsed by her husband who ismuch livelier and more intelligentthan she is.

Accepted Answer

The original sentence is grammatically correct. 'Much livelier and more intelligent than she is' correctly uses comparative adjectives to compare Mrs. Kavitha's husband to her.

Question 14

Find the difference between average number of two wheelers and four wheelers sold and average number of two wheelers and four wheelers unsold.

Accepted Answer

Calculate the average of sold (two-wheelers + four-wheelers) and unsold (two-wheelers + four-wheelers) separately. Then, find the difference between these two averages.

Question 15

In the given questions, two equations numbered l and II are given. You have to solve both the equations and mark the appropriate answer.I. 2x2– 7x – 15 = 0ll. 3y2– 6y – 9 = 0

Accepted Answer

Solve both quadratic equations for x and y. For equation I, x = 5 or x = -3/2. For equation II, y = 3 or y = -1. Compare all possible pairs of x and y values to find the relationship.

Question 16

If the number of four wheelers to two wheelers sold in the company E are in the ratio 4:3. If the 30% of the four wheelers sold is maruti and remaining are Tata and number of two wheelers sold are 40% are KTM and remaining are Royal Enfield. Find the total number of Tata and KTM bikes sold in company E.

Accepted Answer

Assume 400 four-wheelers and 300 two-wheelers. Tata cars are 70% of 400 = 280. KTM bikes are 40% of 300 = 120. Total Tata and KTM = 280 + 120 = 400. Since the question asks for a ratio-based total, the actual numbers are not given, so we need to find the ratio of Tata and KTM bikes sold. The question is flawed as it asks for a total number without providing total sales. Assuming the options are based on a total of 100 units for 4-wheelers and 2-wheelers combined, then 4-wheelers = 400, 2-wheelers = 300. Tata = 0.7 * 400 = 280. KTM = 0.4 * 300 = 120. Total = 400. The options are incorrect for this interpretation. Let's re-evaluate. The question is likely missing a total sales figure. If we assume the total number of vehicles sold is 700 (400 four-wheelers and 300 two-wheelers), then Tata = 0.7 * 400 = 280. KTM = 0.4 * 300 = 120. Total = 400. This still doesn't match the options. Let's assume the question implies a total of 100 units for the ratio. If 4-wheelers are 4x and 2-wheelers are 3x. Tata = 0.7 * 4x = 2.8x. KTM = 0.4 * 3x = 1.2x. Total = 4x. If x=50, then 4-wheelers = 200, 2-wheelers = 150. Tata = 0.7 * 200 = 140. KTM = 0.4 * 150 = 60. Total = 200.

Question 17

In the following question to equations are given. You have to solve the question and mark the answer accordingly.
l. 5x2+ 8x + 3 = 0ll. 6y2+ 7y – 3 = 0

Accepted Answer

Solve both quadratic equations by factorization or quadratic formula. Compare the roots of x and y to determine the relationship between them. Here, x values are -3/5, -1 and y values are 1/3, -3/2. Thus, no clear relation.

Question 18

If 70% of unsold vehicles in company D are four wheelers and number four wheelers unsold in company E is 5 more than that number of four wheelers unsold in company D. Find the sum of the unsold two wheelers in company D and E.

Accepted Answer

Unsold four-wheelers in D = 70% of 100 = 70. Unsold two-wheelers in D = 100 - 70 = 30. Unsold four-wheelers in E = 70 + 5 = 75. Unsold two-wheelers in E = 120 - 75 = 45. Total two-wheelers = 30 + 45 = 75.

Question 19

In company B and C the number of vehicles (Two wheelers + Four wheelers) sold to males to females are in the ratio 3 : 2 and 4 : 1 respectively. Then find the ratio between the number of vehicles sold to male and females.

Accepted Answer

Assume total vehicles in B and C are 5x and 5y respectively. Males in B = 3x, Females in B = 2x. Males in C = 4y, Females in C = y. Total males = 3x+4y, Total females = 2x+y. The question implies equal total vehicles in B and C, so x=y. Thus, total males = 7x, total females = 3x. Ratio is 7:3.

Question 20

In company A 30% of the sold vehicles are two wheelers and the remaining are four wheelers and the number of four wheelers in unsold vehicles is 40%. Then find the difference between the total number of two wheelers and four wheelers manufactured in company A.

Accepted Answer

The question is incomplete as it lacks total number of vehicles or any specific value to calculate the difference. Without this crucial information, a numerical answer cannot be determined.