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Consider the equation PT = kVN, where k is a constant. Select all of the correct...
Question1 17 pts Consider the equation pV- kTN, where k is a constant. Select all of...
Question1 17 pts Consider the equation pV- kTN, where k is a constant. Select all of the correct answers that describe the variation between variables. V varies inversely with p p varies inversely with N T varies directly with V N varies inversely with T N varies inversely with V p varies directly with T
Is the answers correct? his Question: 1 pt 19 Find the variation constant and an equation...
Is the answers correct?
his Question: 1 pt 19 Find the variation constant and an equation of variation if y varies directly as x and the following conditions apply 7 = 63 when x =-. The variation constant is k = 1441 The equation of variation is y= 1441자
02) Consider a hydrostatic system represented by the thermodynamic variables volume V, pressure P and temperature...
02) Consider a hydrostatic system represented by the thermodynamic variables volume V, pressure P and temperature T. a) Consider entropy S = S(T, V) and derive the equation TdS. Tas = Cvat +T (1) dV. V Show that this equation can be written as follows BT TdS = CydT + PDV where Cv is the thermal capacity at constant volume, B is the isobaric expansiveness and K is isothermal compressibility: b) Consider a gas described by the equation of state...
1. (a) In a different galaxy far from ours, let us assume that the "ideal" gas laws are as follow...
1. (a) In a different galaxy far from ours, let us assume that the "ideal" gas laws are as follows: (i) At constant temperature, pressure is inversely proportional to the square volume. (ii) At constant pressure, the volume varies directly with the temperature to power. (ii) At 273.16 K and 1 atm pressure, one mole of an "ideal" gas is found to occupy 22.414 liters. Under these conditions, show that pT constant, and obtain the form of the "ideal" gas...
Problem 5.8 Consider the motion xi = (1 t/k)X where k is a constant. From the...
Problem 5.8 Consider the motion xi = (1 t/k)X where k is a constant. From the conservation of mass and the initial condition p = po at t = 0, determine p as a function of po, t, and k
Consider the nonlinear second-order differential equation where k > 0 is a constant. Answer to the following questio...
Consider the nonlinear second-order differential equation where k > 0 is a constant. Answer to the following questions (a) Derive a plane autonomous system from the given equation and find all the critical points (b) Classify(discriminate/categorize) all the critical points into one of the three cat- egories: {stable / saddle / unstable(not saddle)) (c) Show that there is no periodic solution in a simply connected region (Hint: Use the corollary to Theorem 11.5.1)
Consider the nonlinear second-order differential equation where...
This Question: 1 pt 10 of 11 (9 complete) This Test: 11 pts possible c Question...
This Question: 1 pt 10 of 11 (9 complete) This Test: 11 pts possible c Question Help em The following are the age and price in hundreds) data for a certain type of car Age (x 7 6 7 3 2 4 4 Price 267 260 280 410 364 293 331 311 401 306 a Obtain the linear correlation coeficient by using the computing formula b. Interpret the value or in terms of the linear relationship between the two variables....
40. The atmospheric pressure (force per unit area) on a surface at an altitude z is due to the we...
problem 40 with parts
40. The atmospheric pressure (force per unit area) on a surface at an altitude z is due to the weight of the column of air situated above the surface. Therefore, the difference in air pressure p between the top and bottom of a cylindrical volume element of height Az and cross-section area A equals the weight of the air enclosed (density ρ times volume V-: ΑΔε times gravity g), per unit area: Let Δ、→0 to derive...
I need help with exercise #2. Your help will be really appreciated and rated. MAXWELL'S EQUATION...
I need help with exercise #2. Your help will be really
appreciated and rated.
MAXWELL'S EQUATION I. Maxwell's Equation: Our first (of mony) distribution functions. Very important A. The "Maxwell-Boltzman speed distribution" gives the speed distribution, fiv), of particles confined to NN()d, which a volume, V, and in thermal equilibrium at a temperature, T. () is the number of particles moving within dv of a speed, v Distributions of this type can be considered as the product of three terms...
(0) is a lower- Consider the matrix equation Lx u, where L triangular square matrix and x = (p" a...
(0) is a lower- Consider the matrix equation Lx u, where L triangular square matrix and x = (p" and u = (u)' are column vectors. In view of Example 97: Solve the n equations for the n variables x1,x2, . . . , rn respectively. 1-12, . Example 97 We can find general formulas that characterize the procedure used in the previous example. Suppose we want to solve the equation Ux = v, where x = (x)' and v-(v)'...
Question1 17 pts Consider the equation pV- kTN, where k is a constant. Select all of the correct answers that describe the variation between variables. V varies inversely with p p varies inversely with N T varies directly with V N varies inversely with T N varies inversely with V p varies directly with T
Is the answers correct?
his Question: 1 pt 19 Find the variation constant and an equation of variation if y varies directly as x and the following conditions apply 7 = 63 when x =-. The variation constant is k = 1441 The equation of variation is y= 1441자
02) Consider a hydrostatic system represented by the thermodynamic variables volume V, pressure P and temperature T. a) Consider entropy S = S(T, V) and derive the equation TdS. Tas = Cvat +T (1) dV. V Show that this equation can be written as follows BT TdS = CydT + PDV where Cv is the thermal capacity at constant volume, B is the isobaric expansiveness and K is isothermal compressibility: b) Consider a gas described by the equation of state...
1. (a) In a different galaxy far from ours, let us assume that the "ideal" gas laws are as follows: (i) At constant temperature, pressure is inversely proportional to the square volume. (ii) At constant pressure, the volume varies directly with the temperature to power. (ii) At 273.16 K and 1 atm pressure, one mole of an "ideal" gas is found to occupy 22.414 liters. Under these conditions, show that pT constant, and obtain the form of the "ideal" gas...
Problem 5.8 Consider the motion xi = (1 t/k)X where k is a constant. From the conservation of mass and the initial condition p = po at t = 0, determine p as a function of po, t, and k
Consider the nonlinear second-order differential equation where k > 0 is a constant. Answer to the following questions (a) Derive a plane autonomous system from the given equation and find all the critical points (b) Classify(discriminate/categorize) all the critical points into one of the three cat- egories: {stable / saddle / unstable(not saddle)) (c) Show that there is no periodic solution in a simply connected region (Hint: Use the corollary to Theorem 11.5.1)
Consider the nonlinear second-order differential equation where...
This Question: 1 pt 10 of 11 (9 complete) This Test: 11 pts possible c Question Help em The following are the age and price in hundreds) data for a certain type of car Age (x 7 6 7 3 2 4 4 Price 267 260 280 410 364 293 331 311 401 306 a Obtain the linear correlation coeficient by using the computing formula b. Interpret the value or in terms of the linear relationship between the two variables....
problem 40 with parts
40. The atmospheric pressure (force per unit area) on a surface at an altitude z is due to the weight of the column of air situated above the surface. Therefore, the difference in air pressure p between the top and bottom of a cylindrical volume element of height Az and cross-section area A equals the weight of the air enclosed (density ρ times volume V-: ΑΔε times gravity g), per unit area: Let Δ、→0 to derive...
I need help with exercise #2. Your help will be really
appreciated and rated.
MAXWELL'S EQUATION I. Maxwell's Equation: Our first (of mony) distribution functions. Very important A. The "Maxwell-Boltzman speed distribution" gives the speed distribution, fiv), of particles confined to NN()d, which a volume, V, and in thermal equilibrium at a temperature, T. () is the number of particles moving within dv of a speed, v Distributions of this type can be considered as the product of three terms...
(0) is a lower- Consider the matrix equation Lx u, where L triangular square matrix and x = (p" and u = (u)' are column vectors. In view of Example 97: Solve the n equations for the n variables x1,x2, . . . , rn respectively. 1-12, . Example 97 We can find general formulas that characterize the procedure used in the previous example. Suppose we want to solve the equation Ux = v, where x = (x)' and v-(v)'...
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