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Question : Directions: A # B means A is the sister of B; A @ B means A is the son of B; A & B means A is the father of B; A % B means A is the mother of B. If W & Q # T & Y @ M % K, then how is Q related to K?
Option 1: Mother’s sister
Option 2: Sister
Option 3: Father’s sister
Option 4: Father’s mother
Correct Answer: Father’s sister
Solution : Given: A # B ⇒ A is the sister of B A @ B ⇒ A is the son of B A & B ⇒ A is the father of B A % B ⇒ A is the mother of B
As per the
Question : Ram bought a bike for Rs. 60,000. He paid Rs. 10,000 cash down and the rest at the end of 2 years at 15% simple interest. How much more did he pay as simple interest?
Option 1: Rs. 15,000
Option 2: Rs. 25,000
Option 3: Rs. 35,000
Option 4: Rs. 50,000
Correct Answer: Rs. 15,000
Solution : Principal sum = Rs. (60000 – 10000) = Rs. 50000 Rate of interest = 15%, time period = 2 years Simple Interest =$\frac{\text{Principal×Rate×Time}}{100}$ = $\frac{50000×15×2}{100}$ = 500 × 30 = Rs. 15,000 Hence, the correct answer is Rs. 15,000.
Question : Which event was hosted at Lord's Cricket Ground(LCG) at the London Olympics?
Option 1: Boxing
Option 2: Cricket
Option 3: Archery
Option 4: Equestrian
Correct Answer: Archery
Solution : The correct answer is Archery.
The Lord's Cricket Ground (LCG) in London, UK, hosted the archery events during the 2012 Summer Olympics. These archery events took place at the famous cricket ground as part of the London 2012 Olympic Games. It was the first time
Question : Ain-i-Akbari, which is the third volume of the book "Akbar Nama" deals with_____________.
Option 1: Akbar's ancestors
Option 2: Akbar's events of Akbar's reign
Option 3: Akbar's religion
Option 4: Akbar's administration
Correct Answer: Akbar's administration
Solution : The correct option is Akbar's administration.
The "Ain-i-Akbari" is the third volume of the heavy work called the "Akbarnama". The "Ain-i-Akbari" was written by Abu'l-Fazl ibn Mubarak, a court historian and close associate of Emperor Akbar, in the late 16th century. It is
Question : If $A: B: C=2: 3: 5$, then what is the value of $(A+B):(B+C):(C+A)$?
Option 1: 8 : 15 : 14
Option 2: 5 : 8 : 7
Option 3: 6 : 9 : 14
Option 4: 9 : 10 : 12
Correct Answer: 5 : 8 : 7
Solution : Given: $A: B: C=2: 3: 5$ Let $A=2K,B=3K$, and $C=5K$ The value of $(A+B):(B+C):(C+A)$ $=(2K+3K) : (3K+5K) : (5K+2K)$ $=5K : 8K : 7K=5:8:7$ Hence, the correct answer is 5 : 8 : 7.
Question : How many digits does the Mobile Money Identifier (MMID) code of any commercial bank have?
Option 1: 7
Option 2: 10
Option 3: 12
Option 4: 8
Correct Answer: 7
Solution : The correct answer is 7.
The seven-digit Mobile Money Identifier, or MMID for short, is a unique number used for interbank transfers when utilizing the MMID feature of mobile banking. An MMID will be assigned to each account holder, which will aid in identifying
Question : Directions: In the following question, select the related number from the given alternatives. 11 : 119 :: 15 : ?
Option 1: 154
Option 2: 223
Option 3: 233
Option 4: 152
Correct Answer: 223
Solution : Given: 11 : 119 :: 15 : ?
Like, 11 : 119→(11)2 – 2 = 121 – 2 = 119 Similarly, for 15 : ?→(15)2 – 2 = 225 – 2 = 223
So, 15 is related to 223. Hence, the second option
Question : Direction: A series is given below with one term missing. Choose the correct alternative from the given ones that will complete the series.
SCD, TEF, UGH, ?, WKL
Option 1: CMN
Option 2: VJI
Option 3: VIJ
Option 4: IJT
Correct Answer: VIJ
Solution : Given: SCD, TEF, UGH, ?, WKL
First letter of the series → S + 1 = T; T + 1 = U; U + 1 = V; V + 1 = W
Second letter of the series → C + 2 = E; E
Question : The longest river of Peninsular India is
Option 1: Narmada
Option 2: Godavari
Option 3: Mahanadi
Option 4: Kaveri
Correct Answer: Godavari
Solution : The correct answer is Godavari.
The longest river in peninsular India is the Godavari, often known as the Dakshin Ganga. It originates from Trimbakeshwar in Nashik, Maharashtra, and drains into the Bay of Bengal.
Question : The value of $\frac{5-[2+3(2-2 \times 2+5)-5] \div 5}{4 \times 4 \div 4 \text { of }(4+4 \div 4 \text { of } 4)}$ is:
Option 1: $3 \frac{3}{16}$
Option 2: $4 \frac{3}{80}$
Option 3: $\frac{2}{5}$
Option 4: $7 \frac{3}{5}$
Correct Answer: $4 \frac{3}{80}$
Solution : $\frac{5-[2+3(2-2 \times 2+5)-5] \div 5}{4 \times 4 \div 4 \text { of }(4+4 \div 4 \text { of } 4)}$ $=\frac{5-[2+3(2-2 \times 2+5)-5] \div 5}{4 \times 4 \div 4 \times(4+4 \div 4 \times4)}$ $=\frac{5-[2+3(3)-5] \div 5}{4 \times 4 \div 4 \times(4+\frac{4}{16})}$ $=\frac{5-[2+9-5] \div 5}{4
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