Correct Answer: D. There have been

Correct Answer: B) greed

Explanation

The question is asking about the lesson to be learned from the story of Gehazi in the Bible. Gehazi was the servant of Elisha, a prophet of God. The story is recorded in 2 Kings 5:20-27. Gehazi lied to Naaman, a Syrian army commander, and took money and clothing from him that Elisha had declined to accept as a gift for healing Naaman's leprosy. When Elisha found out about this, he cursed Gehazi and his descendants with Naaman's leprosy forever.

The question is asking which of the options is the lesson to be learned from the tragedy of Gehazi. The correct answer is Option B: greed. Gehazi's actions were driven by his greed for money and possessions, which led him to lie and betray his master's trust. The story of Gehazi shows the danger of greed and how it can lead to unethical behavior and severe consequences.

In Christian Religious Knowledge, greed is considered a sin, and the Bible has many warnings against it. For example, 1 Timothy 6:10 says, For the love of money is a root of all kinds of evil. Some people, eager for money, have wandered from the faith and pierced themselves with many griefs. Jesus also warned against greed in Luke 12:15, Watch out! Be on your guard against all kinds of greed; life does not consist in an abundance of possessions.

In conclusion, the tragedy of Gehazi serves as a warning against greed and the dangers of pursuing wealth at the expense of one's integrity and faith. Option B is the correct answer to the question.

Correct Answer: B. so far as I can see

Correct Answer: A. mass method

Correct Answer: D. Fertilizer

Correct Answer: C. the sun

Correct Answer: B. 20 mol/dm³

Correct Answer: D. Gene dominance

Correct Answer: C. communal spirit

Correct Answer: C. 54

Explanation

Let the total number of items in the man's shop = \(y\)

Number of Brand A's items in the man's shop = \(\frac {1}{9} y\)

Remaining items = 1 - \(\frac {1}{9} y = \frac {8}{9} y\)

Number of Brand B's items in The man's shop = \(\frac{5}{8} of \frac{8}{9}y = \frac{5}{9}y\)

Total of Brand A and Brand B's items = \(\frac{1}{9}y + \frac{5}{9}y = \frac{2}{3}y\)

Number of Brand C's items in the man's shop = 1 - \(\frac{2}{3}y = \frac{1}{3}y\)

\(\implies\frac{1}{3}y\) = 81 (Given)

\(\implies y\) = 81 x 3 = 243

∴ The total number of items in the man's shop = 243

∴ Number of Brand B's items in the man's shop = \(\frac{5}{9}\) x 243 = 135

∴ The number of more Brand B items than Brand C = 135 - 81 =54