please show ALL work with steps legibly. will rate! thanks 2. Find a f a. -...
Can someone please show all your work and steps for this problem? Please write really legibly and make it easier for me to understand... The answer is ALREADY there so PLEASE make sure to double check your work and make sure your answer matches. Thanks in advance!
Can someone please show all your work and steps for this problem? Please write really legibly and make it easier for me to understand... The answer is ALREADY there so PLEASE make sure to double check your work and make sure your answer matches. Thanks in advance!
show all work please, thanks Find the projection of vector v onto line L. v = <5,-1,2>, L: x=3, y + 4 22 3 # 1 , 2: Find the projection of vector 1. =(5,-1,2), l: x = onto line f. y+4 3, -1 Z-2 3 y + 4 22 3 # 1 , 2: Find the projection of vector 1. =(5,-1,2), l: x = onto line f. y+4 3, -1 Z-2 3
Please show all steps & work, thanks! 1. Use the given graph of y = f(x) to evaluate the following definite integrals, y = f(x) --4 a. -3 --2 L. f(a) de 5. Lflz) di « ["ra) de 1. (536) di 1 -3 -1 2 3 4 -1 -2 -3
please show all work legibly and accurately. thanks! 4. Sketch the region in the plane consisting of points whose polar coordinates satisfy the given conditions. a. r 50,4 ses; b. lsrs2,oses.
This is PDE problem. Please show all steps in detail with neat handwriting. Problem . Consider the function a) Find the full Fourier Series of F(x) a(0, y, t) = u(a, y, t) 0 u(z, 0, t ) = u(z, b, l) = 0 u(z,y,0) = f(z,y), u(x, y,0)-g(x,y), 0<y< b,t0 a) b) Solve the initial-boundary value problem for 2D wave equation. What is the physical interpretation of these boundary conditions
Please show steps here. I dont understand how this answer was reaches 6. Suppose that F(z, y) is the force field F(z,y)-(sin(y), zcos(v)-sin(y)). (a) 16 pointsl Find a potential function for F, and show some work that checks your answer Solution. You can check that f(x, y)-sin(y) +cos() works.
NOTE: Show all steps in your solutions. Only partial credit will be given if steps are not shown though the final answer is correct. 1. Show that the real and imaginary parts of the complex-valued function f(2) = cot z are - sin 2x sinh 2 u(x, y) v(x,y) cos 2.c – cosh 2y' cos 2x - cosh 2y (cot z = 1/ tan ) [20 points)
**Please show steps/explain legibly, Thanks** A 10cm x 20cm rectangular surface lies in the x-y plane and has a constant electric field passing through it at 30 degrees towards the direction of the x-axis. What is the magnitude of the electric flux through the rectangle if: a.) E =(100i - 200k) N/C b.) E =(100i - 200j) N/C
please please include all work..and please write extremely legibly and slowly so I can read every step clearly and legibly.. I've been having trouble reading some of the problems I put on here...it has to written very very legibly. B. Section 9.2 Find 2. (fog)(x) b. (gºf)(x) c. (fºg)(2) f() = 7x+1, g(x) = 2x2 – 9