Answer :
To find the absolute pressure, we use the relationship between gauge pressure and absolute pressure. The absolute pressure is given by
[tex]$$
P_{\text{absolute}} = P_{\text{gauge}} + P_{\text{atmospheric}}
$$[/tex]
where:
- [tex]$P_{\text{gauge}}$[/tex] is the gauge pressure,
- [tex]$P_{\text{atmospheric}}$[/tex] is the atmospheric pressure (commonly approximated as [tex]$100\text{ kPa}$[/tex]).
Given that the gauge pressure is [tex]$156\text{ kPa}$[/tex], we calculate:
[tex]$$
P_{\text{absolute}} = 156\text{ kPa} + 100\text{ kPa} = 256\text{ kPa}
$$[/tex]
Thus, the absolute pressure of the gas is approximately [tex]$256\text{ kPa}$[/tex].
The best answer is:
D. [tex]$256\text{ kPa}$[/tex]
[tex]$$
P_{\text{absolute}} = P_{\text{gauge}} + P_{\text{atmospheric}}
$$[/tex]
where:
- [tex]$P_{\text{gauge}}$[/tex] is the gauge pressure,
- [tex]$P_{\text{atmospheric}}$[/tex] is the atmospheric pressure (commonly approximated as [tex]$100\text{ kPa}$[/tex]).
Given that the gauge pressure is [tex]$156\text{ kPa}$[/tex], we calculate:
[tex]$$
P_{\text{absolute}} = 156\text{ kPa} + 100\text{ kPa} = 256\text{ kPa}
$$[/tex]
Thus, the absolute pressure of the gas is approximately [tex]$256\text{ kPa}$[/tex].
The best answer is:
D. [tex]$256\text{ kPa}$[/tex]
