The function of density value for a liquid is given as p = Kh+ p₁, where K is a dimensional constant and p is the density at the free surface. What will be the pressure variation, P in the liquid when its density increases with depth h? Q. Consider the atmospheric pressure is Patm P= P +8 [ K² + AM] Poh 2 ○ O P= P +g Kh² + Po + 8 (Kh² + Po 17 ) 0 P= P_+B(1/² +KAM) O h +g +Kpoh atm O
The function of density value for a liquid is given as p = Kh+ p₁, where K is a dimensional constant and p is the density at the free surface. What will be the pressure variation, P in the liquid when its density increases with depth h? Q. Consider the atmospheric pressure is Patm P= P +8 [ K² + AM] Poh 2 ○ O P= P +g Kh² + Po + 8 (Kh² + Po 17 ) 0 P= P_+B(1/² +KAM) O h +g +Kpoh atm O
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![The function of density value for a liquid is given as p = Kh + Po, where K is a
dimensional constant and p is the density at the free surface. What will be the
pressure variation, P in the liquid when its density increases with depth h?
Q.
Consider the atmospheric pressure is Pam
° P= P_+E (X²/²+P/b]
+g| K
Poh
atm
○
P= P +g| Kh² + Po
P= P +B[+KAM]
2
h³
P= P + K + Poh
atm
2](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F26693fcc-1594-47ca-b396-21789d089205%2Fce6890ee-8a7e-499b-9a65-4e9c28f1c5e3%2Fsy2g177_processed.jpeg&w=3840&q=75)
Transcribed Image Text:The function of density value for a liquid is given as p = Kh + Po, where K is a
dimensional constant and p is the density at the free surface. What will be the
pressure variation, P in the liquid when its density increases with depth h?
Q.
Consider the atmospheric pressure is Pam
° P= P_+E (X²/²+P/b]
+g| K
Poh
atm
○
P= P +g| Kh² + Po
P= P +B[+KAM]
2
h³
P= P + K + Poh
atm
2
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