Whose signatures appear on the Indian Currency Notes of Denomination 1,000?
President of India
Governor of RBI
Prime Minister
Finance Minister
The question asks about the signatory on Indian currency notes of denomination 1,000. This is a factual question related to the banking and currency system in India, specifically the role of the Reserve Bank of India (RBI).
B) Governor of RBI — The Reserve Bank of India is the sole authority for issuing currency notes in India (except for the one-rupee note). All banknotes issued by the RBI, including the 1,000 rupee denomination (which was in circulation before demonetization), bear the signature of the Governor of the RBI.
This question tests knowledge about the tenure of State Legislative Assemblies in India, which is a fundamental aspect of the Indian political system as defined by the Constitution.
Correct Option: C) 5 years
The question asks to identify a sports game that is played solo by a single player. We need to evaluate each option based on whether it is an individual sport or a team sport.
Correct Option: B) Chess
The question asks to identify the sport associated with Sushil Kumar, an Olympic medal winner. This is a general knowledge question about famous Indian sports personalities.
Correct Option: A) Sushil Kumar is an internationally acclaimed Indian wrestler. He has won two Olympic medals for India in wrestling.
The question asks to identify the sport associated with the term "Grand Slam". This is a general knowledge question related to sports terminology.
Correct Option: D) Tennis. The term "Grand Slam" is most famously and primarily associated with the sport of Tennis, referring to the achievement of winning all four major tournaments (Australian Open, French Open, Wimbledon, and US Open) in a single calendar year.
The question asks to identify the musical instrument Pandit Ravi Shankar is famously associated with. This requires knowledge of prominent Indian classical musicians and their primary instruments.
B) Sitar Player — Pandit Ravi Shankar was an internationally acclaimed Indian sitar virtuoso and composer. He is widely regarded as the most famous exponent of the sitar in the second half of the 20th century and was instrumental in popularizing Indian classical music worldwide.
The question asks for the location of the historical monument Qutub Minar. This is a factual question about Indian geography and history, specifically related to famous landmarks.
Correct Option: B) New Delhi is the correct answer. The Qutub Minar complex, including the Qutub Minar itself, the Quwwat-ul-Islam Mosque, the Alai Darwaza, and the Iron Pillar, is located in the Mehrauli area of South Delhi, India.
The question asks to identify the field with which the term SENSEX is associated. This requires knowledge of common financial and economic terminology.
Correct Option: B) Share Market
To solve this problem, we need to multiply several decimal numbers. A systematic way to do this is to first multiply the non-decimal parts (the integers) and then determine the position of the decimal point in the final product by counting the total number of decimal places in the original numbers.
Alternatively, we can convert each number to a fraction and then multiply:
Now, multiply them:
\[ 3 \times \frac{3}{10} \times \frac{3}{100} \times \frac{3}{1000} \times 30 \]\[ = \frac{3 \times 3 \times 3 \times 3 \times 30}{10 \times 100 \times 1000} \]\[ = \frac{2430}{1000000} \]\[ = 0.002430 \]\[ = 0.00243 \]C) The calculated product is \(0.00243\).
? ÷ 0.0025 = 201.05 − 121.05
The problem requires us to find the missing value in an equation. We will first simplify the right-hand side of the equation and then solve for the unknown value by performing the necessary arithmetic operations.
Let the missing value be represented by \(x\). The given equation is:
\[ x \div 0.0025 = 201.05 - 121.05 \]First, calculate the difference on the right side of the equation:
\[ 201.05 - 121.05 = 80.00 \]Now the equation becomes:
\[ x \div 0.0025 = 80 \]To find \(x\), multiply both sides of the equation by \(0.0025\):
\[ x = 80 \times 0.0025 \]Multiply \(80\) by \(0.0025\). It can be helpful to think of \(0.0025\) as \(\frac{25}{10000}\) or as \(2.5 \times 10^{-3}\).
\[ x = 80 \times \frac{25}{10000} \]\[ x = \frac{2000}{10000} \]\[ x = \frac{2}{10} \]\[ x = 0.2 \]Correct Option: A) 0.2