Question

Boyles law mat be represented as
A. (dP/dV) t =P/V
B. dP/dV= - P/V
C. dP/dV= - P/V²
D. dP/dV = P/V²

Answer 1

Answer:

Boyle's law It states "at a constant temperature (T), the pressure (P) of a given mass (or moles, n) of any gas varies inversely with the volume (V)". Pressure (P) and volume (V) of gases.

P∝ 1/V

[ ∂P/∂V ]T = -KV²

Answer 2

$\mathfrak{\huge{\pink{\underline{\underline{AnSwEr:-}}}}}$

Actually Welcome to the Concept of the Gaseous state.

Now basically as we know that, according to the boyles law,

Pressure * Volume = constant

=> PV = constant

so we can rearrange it as,

=> PV = C

now here, we take differentiate on both sides we get as,

where, C is constant.

So now applying the product rule we get as,

=> PdV + VdP = 0

rearranging gives us,

=> PdV = -VdP

⭐dP/dV = -P/V

⭐Option 'B' is the correct answer