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CAT 2023 Daily Practice Questions for 28 September

Refer to CAT 2023 Daily Practice Questions for 28 September available here to evaluate the preparations for the upcoming exam. Today's questions are from the Quantitative Aptitude section. 

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CAT 2023 Practice Questions: The candidates who have registered for CAT 2023 examination must now gear up their preparations as only a handful of time is now left to cover the vast syllabus of CAT 2023. In order to aid the preparation, especially for dynamic sections like QA, VARC, or LRDI, daily practice is the most essential factor. For today, September 28, daily CAT 2023 practice questions for QA section are given here.

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CAT 2023 Daily Practice Questions for 28 September

Here are the questions as practice for candidates preparing for CAT 2023 for 28 September 2023 as a reference: 

Question 1: The sum of the perimeters of an equilateral triangle and a rectangle is 90 cm. The area, T, of the triangle and the area, R, of the rectangle, both in sq cm, satisfy the relationship R = T2. If the sides of the rectangle are in the ratio 1:3, then the length, in cm, of the longer side of the rectangle, is:

  1. 18
  2. 27
  3. 21
  4. 24


Question 2: In a car race, car A beats car B by 45 km, car B beats car C by 50 km, and car A beats car C by 90 km. The distance (in km) over which the race has been conducted is:

  1. 475
  2. 550
  3. 450
  4. 500


Question 3: How many 4-digit numbers, each greater than 1000 and each having all four digits distinct, are there with 7 coming before 3?

  1. 343
  2. 315
  3. 56
  4. 49


Question 4: In May, John bought the same amount of rice and the same amount of wheat as he had bought in April, but spent Rs. 150 more due to price increase of rice and wheat by 20% and 12%, respectively. If John had spent Rs. 450 on rice in April, then how much did he spend on wheat in May?

  1. Rs 560/-
  2. Rs 570/-
  3. Rs 580/-
  4. Rs 590/-


Question 5: Students in a college have to choose at least two subjects from chemistry, mathematics and physics. The number of students choosing all three subjects is 18, choosing mathematics as one of their subjects is 23 and choosing physics as one of their subjects is 25. The smallest possible number of students who could choose chemistry as one of their subjects is:

  1. 20
  2. 19
  3. 22
  4. 21


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