The question asks to identify the country whose bio-pharmaceutical firm, Biofabri, partnered with Bharat Biotech in March 2022 for a TB vaccine. This is a factual recall question related to current affairs in the biotechnology and pharmaceutical sector.
D) Spain
In March 2022, Hyderabad-based Bharat Biotech announced a partnership with Biofabri, a Spanish biopharmaceutical company, to develop and commercialize a new tuberculosis (TB) vaccine called MTBVAC. This vaccine is currently in clinical trials and aims to be a more effective alternative to the existing BCG vaccine.
The question asks to identify a herb native to India and used for treating blood pressure. We need to evaluate each option based on its origin and medicinal uses, specifically for hypertension.
D) Sarpagandha (Rauwolfia serpentina) is a well-known herb in traditional Indian medicine, particularly Ayurveda, for its hypotensive (blood pressure lowering) properties. It contains alkaloids like reserpine, which are effective in reducing high blood pressure. While its natural habitat extends to other parts of Asia, its historical and significant use for blood pressure treatment is deeply rooted in India, making it the most fitting answer among the choices provided.
The question asks to identify the revolutionary who shot himself dead while fighting with the police at Alfred Park in Allahabad in 1931. This is a direct historical fact question.
Correct Option: A) Chandrashekhar Azad
Chandrashekhar Azad was a prominent Indian revolutionary who was a key figure in the Hindustan Republican Association (HRA) and later the Hindustan Socialist Republican Association (HSRA). He was involved in the Kakori Conspiracy (1925) and the Saunders' murder (1928). On February 27, 1931, he was cornered by British police at Alfred Park in Allahabad. After a prolonged gunfight, he shot himself with his last bullet, fulfilling his vow to remain 'Azad' (free) and never be captured alive.
The question asks to identify the incorrectly matched pair among the given banks and their respective categories. To answer this, one needs to have a basic understanding of the different types of banks operating in India, such as Public Sector Banks, Private Sector Banks, Small Finance Banks, and Payments Banks, and be able to correctly classify the given examples.
Correct Option: B) Canara Bank – Payments Bank is the wrong pair because Canara Bank is a Public Sector Bank, not a Payments Bank.
This problem involves setting up and solving a system of two linear equations with two variables. We will represent the present ages of Sujatha and Vanita with variables, form equations based on the given conditions, solve for the ages, and then find the difference between Vanita's and Sujatha's ages.
Define variables:
Let the present age of Sujatha be \(S\) years.
Let the present age of Vanita be \(V\) years.
Form the first equation:
"Three times the present age of Sujatha is 5 years more than two times the present age of Vanita."
\[ 3S = 2V + 5 \quad \text{(Equation 1)} \]Form the second equation:
"After 3 years, three times the age of Vanita will be 1 year more than four times the age of Sujatha."
After 3 years:
So, the condition translates to:
\[ 3(V+3) = 4(S+3) + 1 \]Expand and simplify:
\[ 3V + 9 = 4S + 12 + 1 \] \[ 3V + 9 = 4S + 13 \] \[ 3V - 4S = 13 - 9 \] \[ 3V - 4S = 4 \quad \text{(Equation 2)} \]Solve the system of equations:
We have:
1) \(3S - 2V = 5\)
2) \(-4S + 3V = 4\)
Multiply Equation 1 by 3 and Equation 2 by 2 to eliminate \(V\):
From (1) * 3:
\[ 9S - 6V = 15 \quad \text{(Equation 3)} \]From (2) * 2:
\[ -8S + 6V = 8 \quad \text{(Equation 4)} \]Add Equation 3 and Equation 4:
\[ (9S - 6V) + (-8S + 6V) = 15 + 8 \] \[ S = 23 \]So, Sujatha's present age is 23 years.
Find Vanita's age:
Substitute \(S=23\) into Equation 1:
\[ 3(23) = 2V + 5 \] \[ 69 = 2V + 5 \] \[ 69 - 5 = 2V \] \[ 64 = 2V \] \[ V = 32 \]So, Vanita's present age is 32 years.
Calculate the value of \(k\):
"The age of Vanita is \(k\) years more than that of Sujatha."
\[ V = S + k \] \[ k = V - S \] \[ k = 32 - 23 \] \[ k = 9 \]Correct Option: D) 9
The problem asks us to identify a set of three numbers that follow the same relationship as given in the example sets. We need to find the pattern connecting the three numbers in the given sets and then apply that pattern to the options.
C) 8, 72, 36
This question asks us to identify which assumption(s) are implicit in the given statement. An implicit assumption is something that is not directly stated but must be true for the statement to make sense or be logically valid. We need to evaluate each assumption in relation to the main statement.
D) Only assumption I is implicit. Assumption I provides a direct and logical reason for the cause-and-effect relationship stated, making it an implicit underlying factor. Assumption II, while true, is not required for the statement to hold.
Which of the following 'agam' describes nonviolence in Jainism religion?
Samavayanga Sutra
Antah Kradashanga Sutra
Sutrakratanga Sutra
Sthananga Sutra
The question asks to identify the 'agam' (Jain scripture) that specifically describes nonviolence in Jainism. This requires knowledge of the content and themes of various Jain Agamas.
Correct Option: C) Sutrakratanga Sutra — This Agam is renowned for its detailed exposition on the principle of Ahimsa (nonviolence) and other ethical doctrines of Jainism. It strongly advocates for the avoidance of harm to all living beings, making it the most appropriate answer.
This problem requires us to substitute the given symbols with their corresponding mathematical operators and then solve the resulting expression following the order of operations (BODMAS/PEMDAS).
The original equation is: \(54 \text{ B } 9 \text{ P } 11 \text{ T } 13 \text{ M } 17 = ?\)
Substituting the operators, we get:
\[ 54 \div 9 \times 11 - 13 + 17 = ? \]The order of operations is Brackets, Orders (powers/roots), Division, Multiplication, Addition, Subtraction.
B) 70 is the correct answer, as derived from following the correct order of operations.
To solve this problem, we need to apply the given rules to each letter in the word "DUSTER" and then count how many letters appear more than once in the resulting new word.
D) Zero. As determined in step 5, no letter appears twice in the newly formed group of letters (C, V, R, S, F, Q).