The pressure at the base of a vertical column of fluid of density rand height h (pressure head) is given by the expression P=P 0 + rho gh where is the atmospheric pressuregis the gravity acceleration P 0 (9.81 m/s^ 2 ) and is the fluid density which is a function of temperature . (a) Write your own function to calculate the pressure () of water as a function of head pressure h Water density varies with temperature as follows : water (T)=1000-0.004T^ 2 kg/m^ 3 overline P 0 in Pa ) h(imm) and T(in C) should be gathered from the user for today it is P 0 =101300 f and T= 37C (bUse your function to plot P as a function of where h varies from 0 to 100 mUpload (attach ) your plotas , pdf , or any image format Remember to label your axes .

The pressure at the base of a vertical column of fluid of density rand height n (pressure head) is given by the expression P= Po + pgh where Po is the atmospheric pressure, g is the gravity acceleration (9.81 m/s2), and p is the fluid density which is a function of temperature. (a) Write your own function to calculate the pressure (P) of water as a function of head pressure h. Water density varies with temperature as follows: A water (T) =1000 - 0.00472 kg/m Po (in Pa), h (in m), and T (inC) should be gathered from the user; for today it is po =101300 Pa and T +37C (b) Use your function to plot Pas a function of h where h varies from 0 to 100 m. Upload (attach) your plot as .doc, .pdf, or any image format. Remember to label your axes