3. Find theta 4. Derive an equation to find a ic Know: a:-2.94 m/s, v,-10.0 m/s,...
atnQ 3. Use the equation S klnQ + KTn)v to derive the expression for an ideal gas: as 1 au ov
atnQ 3. Use the equation S klnQ + KTn)v to derive the expression for an ideal gas: as 1 au ov
A 2.92-kg steel ball strokes a massive wall at 10.0 m/s at an angle of theta = 60.0 degree with the plane of the wall. It bounces off the wall with the same speed and angle. If the ball is in contract with the wall for 0.184 s, what is the average force existed by the wall on the ball?
3/4 theta (same as #4 except vo is no longer zero) Problem #5 Given that there is a block of massm) of 19 kg with initial velocity (vo) of 4 m/s sliding on a frictionless ramp with one end raised a height (h) of 295 cm making be going at the base of the ramp? Enter value of speed (vf) in m/s (or type E to end): an angle (theta) of 73 degrees, how fast (v) in m/s will the...
015 10.0 points Consider the circuit 23 3 V 3 S 2 V 5 V 2Ω 1Ω Find i1 Answer in units of A 016 (part 1 of 2) 10.0 points Consider the following circuit. 5.2 Ω 3.0 Ω 3.0 Ω 4.3 Ω 1.8 Ω 3.0 Ω Find the equivalent resistance. Answer in units of Ω
Suppose you need to know an equation of the tangent plane to a surface S at the point P(3, 1, 4). You don't have an equation for S but you know that the curves r1()(3 2t, 1 - t2,4 5t+t2) r2(u) (2u2, 2u3 1, 2u 2) both lie on S. Find an equation of the tangent plane at P. Find an equation of the tangent plane to the given surface at the specified point. = 4x2y2-9y, (1, 4, 16) z...
cot(theta)=-3/4 and cos(theta)
7. cot(0) - 3 4 and cos(0) <0, find the exact value of sec(0)
2.94 Aic contai thin 3 Rocess2 Compression at constaot to ztate s Raccss 2-3 Const heatino to state3, whece un pansion to the iaitial s elatonship is p ess 3 Ex C. VConstant Sketch the process in sesies on p- V coosdinate Evaluate 3 e Volume at stale 2 in m The ark fos cach parosess, in kJ
By considering the volume V and entropy S as the two independent variables in the thermodynamic equation dE = TdS−PdV , derive the Maxwell relation between the derivatives ∂T/ ∂V and ∂P/ ∂S .
4. If vL = 220°V, find i, ilı, ir, and ic, for the diagram below where ZL = 3412, Zc, = -352 and R1 = 109. Plot the the 5 phasors on a phasor diagram.
find an equation for the plane tangent to the cone r(r,theta)=(rcostheta)i+(rsintheta)j+rk, r greaterthanorequalto 0, 0 lessthanorequalto theta lessthanorequalto 2pi, at the point P0(-1,sqrt(3),2) corresponding to (r,theta)=(2, 2pi/3). then find a cartesian equation for the surface and sketch the surface and tangent plane together.