List of top Questions asked in MAT

Which district has been declared as the best aspirational district in India?
The largest religious monument in the world, the Temple of Vedic Planetarium in which state of India?
Women’s Equality Day 2022 was celebrated all over the world to celebrate women’s empowerment and equality, When was it celebrated?
Who among the following won the 2022 UNESCO Peace Prize for ‘Efforts To Welcome Refugees’?
Who inaugurated the 8th India International MSME Start-up Expo & Summit at New Delhi?
Denmark’s Viktor Axelsen has clinched his second BWF World Championships men’s singles title. This championship was held in which city?
The All-India Council for Technical Education (AICTE) has signed an agreement with which company to accelerate digital creativity skills across India?
Who among the following won the 2022 Ramon Magsaysay award in September 2022?
Which governing body has announced to launch its new centralized portal called `e-Samadhan` for grievance redressal?
In which state / UTs Atal Innovation Mission (AIM) & NITI Aayog have announced the establishment of more than 500 Atal Tinkering Labs (ATLs)?
Recently, the Smart Solutions Challenge & Inclusive Cities Awards 2022 was presented, the awards is an initiative of?
Which of the following government unveiled a scheme called Mahila Nidhi on Women`s Equality Day to help them sustain their livelihoods?
In the given figure, ABCD is a rectangle. AB is 3m and BC is 2m. It is given that CF is 1m. AF intersects CD at E, and it is known that BE is parallel to HG and GE is perpendicular to AB. Find the length of HG (in m).
ABCD is a rectangle. AB is 3m and BC is 2m.
If \( a_1, a_2, \ldots, a_n \) are in AP, then evaluate the following expression: \[ \frac{1}{\sqrt{a_1} + \sqrt{a_2}} + \frac{1}{\sqrt{a_2} + \sqrt{a_3}} + \cdots + \frac{1}{\sqrt{a_n} + \sqrt{a_{n+1}}} \]
A work was completed by three persons of equal ability, first one doing \( m \) hours for \( m \) days, second one doing \( n \) hours for \( n \) days (where \( m \) and \( n \) are integers) and third one doing 16 hours for 16 days. The work could have been completed in 29 days by the third person alone with his respective working hours. If all of them do the work together with their respective working hours, then they can complete it in about:
ABCD is an isosceles trapezium with angle \( A = 45^\circ \) and the length of one of the non-parallel sides is \( 10\sqrt{2} \). The area of triangle \( ABD \) is 200 sq. units. What is the sum of the lengths of the parallel sides?
A household wants to diversify his investment and invest Rs. 24,000 as a part of it at the rate of 10% per annum. But due to some pressing needs, he has to withdraw the entire money after 3 years, for a lower rate of interest. If he gets Rs. 6,640 less than what he would have got at the end of 5 years, the rate of interest allowed by the bank is:
The ratio of interest between the compound and simple interest after two years on a sum of money to that after three years on the same sum, at the same rate of interest, is 11:37. What will be the rate of interest?
Two cyclists start together to travel to a certain destination, one at the rate of 4 kmph and the other at the rate of 5 kmph. Find the distance if the former arrives half an hour after the latter.
Metal A costs Rs. 8.40 per gm and metal B Rs. 0.21 per gm. In what proportion must these metals be mixed so that 1 gram of the mixture may be worth Rs. 5.67?
A man’s petrol bill in July is Rs. 200. In August, the price of petrol increases by 10% and his consumption is reduced by 10%. Find his petrol bill in August.
In triangle ABC, two points P and Q are on AB and BC respectively such that \( \frac{AP}{BP} = 1 : 4 \) and \( \frac{BQ}{CQ} = 2 : 3 \). The ratio of areas of triangle BPQ and the quadrilateral PQCA is:
In the given figure, the diameter of the circle is 3 cm. AB and MN are two diameters such that MN is perpendicular to AB. In addition, CG is perpendicular to AB such that \( AE : EB = 1 : 2 \), and DF is perpendicular to MN such that \( NL : LM = 1 : 2 \). The length of DH in cm is:
AB and MN are two diameters
A motorcyclist covers 4 successive 4 km stretches at speeds of 20 kmph, 30 kmph, 40 kmph, and 50 kmph respectively. Find the average speed over the total distance.
A square pyramid with a side of 10 cm has a volume of 400 cm\(^3\). Find the total surface area of the pyramid.