Read the given statements carefully and answer the questions. Fear of danger is more dangerous than danger itself. Risk is directly proportional= to danger Which of the following are true according to the given statements? A. Fear is worse than any fearful threat. B. There is a trade-off between risk and danger. C. There should be fear of danger. D. There is no need to take risks to overcome any danger.
A
The question asks us to evaluate which of the given options is true based on the two provided statements:
Let's examine each option in light of the statements:
This option directly aligns with the first statement, "Fear of danger is more dangerous than danger itself." A 'fearful threat' can be interpreted as 'danger'. The statement explicitly says that 'fear of danger' is 'more dangerous than danger itself'. Therefore, according to the first statement, fear is indeed worse than the danger or threat that causes it.
The second statement says "Risk is directly proportional to danger". This means risk and danger move in the same direction – if danger increases, risk increases, and vice-versa. A trade-off would typically imply an inverse relationship or a choice where increasing one means decreasing the other. Direct proportionality indicates they increase or decrease together, which is not a trade-off. Thus, this option is not supported by the statements.
The first statement says "Fear of danger is more dangerous than danger itself". This implies that having fear of danger is harmful, even more so than the actual danger. Therefore, according to this statement, one should ideally not have fear of danger, as the fear itself is presented as highly detrimental. This option contradicts the implication of the first statement.
The statements discuss the nature of fear and the relationship between risk and danger. They do not provide any information or implication about whether taking risks is necessary or unnecessary for overcoming danger. This option introduces an idea not supported or contradicted by the given statements.
Based on the analysis, only option A is directly supported by the first statement provided in the question.
| Statement | Relationship Described |
|---|---|
| Fear of danger is more dangerous than danger itself. | Compares the impact of fear vs. actual danger. |
| Risk is directly proportional to danger. | Describes how risk changes with danger ($\text{Risk} \propto \text{Danger}$). |
| Option | Analysis based on Statements | Supported? |
|---|---|---|
| A. Fear is worse than any fearful threat. | Matches the first statement's core idea. | Yes |
| B. There is a trade-off between risk and danger. | Contradicts direct proportionality. | No |
| C. There should be fear of danger. | Contradicts the implication of the first statement. | No |
| D. There is no need to take risks to overcome any danger. | Not addressed by the statements. | No |
Understanding the core concepts in the statements is key to solving this type of question.
When answering questions based on given statements, it is crucial to stick strictly to the information provided and not introduce outside knowledge or assumptions. The statements define the universe of truth for the purpose of the question. We must evaluate if an option is a logical consequence or restatement of the given premises.
In this case:
Therefore, careful reading and direct comparison to the given information are essential.
Directions: A statement is given followed by two inferences I and II. You have to consider the statement to be true even if it seems to be at variance with commonly known facts. You have to decide which of the given inferences, if any, follow from the given statement.
Statement: Many students are addicted to mobile games and this leads to poor academic performance.
Inference:
I. Many Students are not paying attention to studies due to mobile games.
II. It is only because of mobile games that students fail in the examination.
'Little knowledge is a dangerous thing' is a decision based on:
It is better to spend the leftovers after saving. Financial discipline and self-control can make you rich. Saving money after spending is not a good habit. Which among the following statements is true as per the statement?
A. If you spend first then you will be spendy.
B. If you save before spending, you will become rich.
C. If you spend before saving, you will be poor.
D. Saving by borrowing is a bad habit.
Which of the following is the assumption for the claim that 'Pleasure is desirable'?
A question has been given in this question and a statement related to it. Read the passage carefully and review the statement based on it.
Amazon has acknowledged the data violation of user names and email ids of some users without giving details of its nature or scope. Although the company has not disclosed the total number of users affected by this violation, it has sent information to all affected users about the technical problem. And now this e-commerce major company is offering Gift Cards as compensation to customers who are victims of their data violation. This e-commerce company headquartered in Seattle is offering Gift Cards between $ 5 to $ 100 for users affected by some of their data violations.
A publication mentioning email communications between Amazon and a customer Paul Gagnon has reported that when he asked the customer service desk to ask the company how his information was leaked, then the company gave him a promotion of $ 100 Certificate offered. When Gagan got no response for the reason of this violation, he was offered $ 100 as an apology. After this violation, many affected users had filed a complaint with the service desk. Many people affected by this violation complained to the company, but none of them got so far. It is being speculated that Amazon Customer Service Supervisors have been instructed not to offer any comments or any kind of compensation to affected Amazon users.
Statement: The company has not told the fixed number of people affected by data violation. Select the most suitable option below.
A-statement is definitely true.
B-Query is probably true.
C-statement can not be determined.
D-statement is completely false.