GATE 2024 General Aptitude Daily Practice Questions for 13 September 2023

Mahima Gupta

Updated On: September 13, 2023 07:00 AM

Here are GATE 2024 General Aptitude Daily Practice Questions for 13 September 2023. Solve these questions and enhance your GA preparation.
GATE 2024 General Aptitude Daily Practice Questions for 13 September 2023GATE 2024 General Aptitude Daily Practice Questions for 13 September 2023

GATE 2024 General Aptitude Daily Practice Questions for 13 September 2023: General Aptitude is the common section asked in all the GATE papers. Therefore, is advisable to practice a few questions every day to develop a command of this section. Students can check daily practice questions for GATE 2024 provided on this page and solve them to analyse their exam preparation.

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GATE 2024 General Aptitude Daily Practice Questions for 13 September 2023

Test takers can find daily general aptitude practice questions for GATE 2024 here. Solve the given questions and analyse your exam preparation.

Question 1: Three husband-wife pairs are to be seated at a circular table that has six identical chairs. Seating arrangements are defined only by the relative position of the people. How many seating arrangements are possible such that every husband sits next to his wife?

(A) 16

(B) 4

(C) 120

(D) 720


Question 2: Consider a circle with its centre at the origin (O), as shown. Two operations are allowed on the circle.

Operation 1: Scale independently along the x and y axes.

Operation 2: Rotation in any direction about the origin.

Which figure among the options can be achieved through a combination of these two operations on the given circle?

Question 3: The line ran _______ the page, right through the centre, and divided the page into two.

(A) across

(B) of

(C) between

(D) about


Question 4: The village was nestled in a green spot, _______ the ocean and the hills.

(A) through

(B) in

(C) at

(D) between

Question 5: There are 4 red, 5 green, and 6 blue balls inside a box. If N number of balls are picked simultaneously, what is the smallest value of N that guarantees there will be at least two balls of the same colour? One cannot see the colour of the balls until they are picked.

(A) 4

(B) 15

(C) 5

(D) 2


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