A Gas Occupying a Volume of 1 $700 \mathrm { mmHg } \times \frac { 1.50 \mathrm {~L} } { 9.00 \mathrm {~L} } \times \frac { 473 \mathrm {~K} } { 623 \mathrm {~K} }$

A gas occupying a volume of 1.50 L exerts a pressure of 700 mmHg at 200°C. Which mathematical expression gives the correct pressure at 9.00 L and 350°C?

A) $700 \mathrm { mmHg } \times \frac { 1.50 \mathrm {~L} } { 9.00 \mathrm {~L} } \times \frac { 473 \mathrm {~K} } { 623 \mathrm {~K} }$
B) $700 \mathrm { mmHg } \times \frac { 1.50 \mathrm {~L} } { 9.00 \mathrm {~L} } \times \frac { 623 \mathrm {~K} } { 473 \mathrm {~K} }$
C) $700 \mathrm { mmHg } \times \frac { 9.00 \mathrm {~L} } { 1.50 \mathrm {~L} } \times \frac { 473 \mathrm {~K} } { 623 \mathrm {~K} }$
D) $700 \mathrm { mmHg } \times \frac { 9.00 \mathrm {~L} } { 1.50 \mathrm {~L} } \times \frac { 623 \mathrm {~K} } { 473 \mathrm {~K} }$
E) $700 \mathrm { mmHg } \times \frac { 9.00 \mathrm {~L} } { 1.50 \mathrm {~L} } \times \frac { 350 ^ { \circ } \mathrm { C } } { 200 ^ { \circ } \mathrm { C } }$