Please show step my step, and please try to take clear photo's of your calculations. Compute...
2. In this problem you will learn how to apply the Stokes theorem. (a) For vector field 6 y2ý (3y +2)ż, compute the line integral fp dl along the triangular path P shown in the 2 adjacent figure. (b) Check your answer using Stokes' theorem, ie. show that Sp di- JVxü) dä, where S is the area enclosed by the path P
Test the divergence theorem for the function as your volume the cube as shown. v = (xy)x + (2yz)y +3x), Take 3. Compute the line integral of v=6x + yz2j) + (3), + z)2 Along the triangular path shown
I will rate your answer so please make sure the answer is
accurate. The following question is a Calculus 3 problem, please
answer 2) in the picture shown below, please show all the steps
(step by step) and write out nicely and clearly:
1. Use Stokes, Theorem to find ls (curlF): ndS where F(x, y, z) = (y2z,zz, x2y2) and s is the portion of the paraboloid z x2 + y2 that lies inside the cylinder x2 +y-1. Use the...
Computing dS: A student is asked to compute the downward pointing vector surface element ds for the cone z x2 y2 in Cartesian coordinates, parameterized by the vector function: Their work is shown below. There are mistakes in each of the four lines of their work! Correct the mistakes as they occur (Only correct the mistake in the first line it occurs in; ignore it in the following work. This is how I assign partial credit -take off points for...
Please take y=60 for calculations.
In the given AC circuit below, compute the active, reactive, apparent power and the power factor of the load. Calculate the value of the capacitor which will be connected in parallel with the load to make the power factor equal to 0.98. Assume load voltage stays constant. 1. vs(t)=141.42 cos(3t+30°) V C=ly R,=2y L=y R2=2y Vs(t) LOAD a) Determine which of the diodes conduct in the circuit. Assume ideal diode model. Show your work for...
Computing dS: A student is asked to compute the downward pointing vector surface element ds for the cone z x2 y2 in Cartesian coordinates, parameterized by the vector function: Their work is shown below. There are mistakes in each of the four lines of their work! Correct the mistakes as they occur (Only correct the mistake in the first line it occurs in; ignore it in the following work. This is how I assign partial credit -take off points for...
Please be kind enough to show all your workings and
calculations step by step in a clear manner, and please double
check your answer for mistakes. Thank you
A company expects to sell 20000 Units @ 50$ Per unit in year tot 2020" Variable cost is 2008 Per unit. Fixed cost is 210000$ Per annam. Calculate, 3) The Profit of the business in year 2020 Breakeven point in terms of emits 1) Mergin of sately in terms of units
LE 4) (Ungraded) In Cartesian coordinates, the curl of a vector field Air) is defined as Use the definition of electric potential to find the potential difference between the origin and r = x + y + 27, V(r) - V(O) = - Ed. As the line integral is independent of path, choose whatever path you find to be con- vertient Taking V(0) = 0, what is V(r)? Finally, confirm that taking the gradient of the potential recovers our original...
*** PLEASE WRITE WITH
CLEAR HAND WRITING AND TAKE CLEAR PICTURES****** ALSO PLEASE DOUBLE
CHECK YOUR WORK****** WRITE YOUR FINAL ANSWER IN A BOX WITH CLEAR
UNITS***********
(Use R = 49.5 ohm and C = 30.6 uF)
2. A capacitor is connected in series with a resistor and the connection coupled to the tereminals of a 230 V, 50 Hz voltage source. Calculate the component voltages. ( 208.1 -252' V, 98.0 64.8" V) -25.2P v,
Please make it simple and
clear to understand
3. A vector field is given by (a) Show that the vector field r is conservative. Then find a scalar potential function f(r,y,) such that r - gradf and f(0,0,0) 0 (b) By the result of (a) the following line integral is path independent. Using the scalar potential obtained in (a) evaluate the integral from (0,0,2) (where-y-0) to (4,2,3) (where -1,y 0,2) 4.2,3) J(0,0,2)
3. A vector field is given by (a)...