Solve the problem.
-A gas law in chemistry says that $\frac { P V } { T } = \frac { p v } { t }$ . . If T = 210, t = 290, V = 7, P = 90, and v = 6, find the value of p. Round to the nearest thousandth when necessary.

Question

Quizplus · Accepted Answer

Given the gas law equation $\frac{PV}{T} = \frac{pv}{t}$, substituting the given values $P = 90$, $V = 7$, $T = 210$, $v = 6$, and $t = 290$, we get $\frac{90 \times 7}{210} = \frac{p \times 6}{290}$. Solving for $p$ gives $p = 145$.

Solve the Problem PVT=pvt\frac { P V } { T } = \frac { p v } { t }TPV​=tpv​

Solve the Problem $\frac { P V } { T } = \frac { p v } { t }$