CUET 2026 General Aptitude Test May 22 Shift 2 Question Paper- Download Answer Key and Solution PDF

A car travels \(105\) km in \(3\) hours and a train travels \(252\) km in \(4\) hours. The ratio of speed of the car to that of the train is:

• (A) \(9:11\)
• (B) \(3:5\)
• (C) \(2:7\)
• (D) \(5:9\)

The diameter of a circular garden is \(140\) m. Its area is equal to a rectangular field whose sides are in the ratio \(11:7\). The perimeter (in m) of the rectangular field is (take \(\pi = \frac{22}{7}\)):

• (A) \(360\sqrt{2}\)
• (B) \(180\sqrt{2}\)
• (C) \(120\sqrt{2}\)
• (D) \(270\sqrt{2}\)

If \(12\) men or \(20\) women can do a work in \(54\) days, then in how many days can \(9\) men and \(12\) women together do the work?

• (A) \(38\) days
• (B) \(32\) days
• (C) \(40\) days
• (D) \(35\) days

The angle of elevation of the top of a hill at the foot of the tower is \(60^\circ\) and the angle of elevation of the top of the tower from the foot of the hill is \(30^\circ\). If the tower is \(50\) m high, what is the height of the hill?

• (A) \(180\) m
• (B) \(120\) m
• (C) \(100\) m
• (D) \(150\) m

A can do \(\frac{1}{3}\) of a work in \(30\) days. B can do \(\frac{4}{5}\) of the same work in \(24\) days. They worked together for \(20\) days. C completed the remaining work in \(8\) days. Working together A, B and C will complete the same work in:

• (A) \(15\) days
• (B) \(10\) days
• (C) \(18\) days
• (D) \(12\) days

Indu gives Bindu a loan of Rs \(1250\) for \(2\) years at \(4%\) annual compound interest rate. How much rupee would he have lost if he had given that amount on loan for \(2\) years at \(4%\) simple interest?

• (A) \(10\)
• (B) \(8\)
• (C) \(3\)
• (D) \(2\)

A person rows at \(6\) km/h in still water. It takes him twice the time to row upstream than to row downstream. Find the speed of the stream.

• (A) \(2\) km/h
• (B) \(3\) km/h
• (C) \(4\) km/h
• (D) \(1.5\) km/h

A man walks at a speed of \(8\) km/h. After every kilometre, he takes a rest for \(4\) minutes. How much time will he take to cover a distance of \(6\) km?

• (A) \(70\) minutes
• (B) \(69\) minutes
• (C) \(65\) minutes
• (D) \(60\) minutes

The shadow of a tower standing on a level plane is \(30\) m longer when sun’s elevation changes from \(60^\circ\) to \(30^\circ\). Find the height of the tower.

• (A) \(10\sqrt{3}\) meter
• (B) \(15\) meter
• (C) \(30\sqrt{3}\) meter
• (D) \(15\sqrt{3}\) meter

The mean of \(10\) observations was calculated as \(40\). It was detected on rechecking that the value of one observation \(45\) was wrongly copied as \(15\). Find the correct mean.

• (A) \(43\)
• (B) \(34\)
• (C) \(40\)
• (D) \(60\)