Final answer:
To find the boiling point of lead when the boiling point of mercury is 41/200 of that of lead and mercury's boiling point is 357°C, the equation is solved to reveal that the boiling point of lead is approximately 1740°C.
Step-by-step explanation:
A student is asking to find the boiling point of lead given that mercury's boiling point is approximately 41/200 of lead's boiling point. We know the boiling point of mercury is 357°C.
Let's denote the boiling point of lead as L. The relationship between the boiling points can be written as:
357 = (41/200) × L
To solve for L, we rearrange the equation:
L = 357 × (200/41)
This gives us the boiling point of lead:
L = 357 × 4.878 (approximately)
L ≈ 1740°C
Therefore, the boiling point of lead is approximately 1740°C.