Problem 5. Describe in words (or draw) the surface that satisfies the fol- lowing inequalities: T/4...
4-1. Suppose that f(x)-e-x for 0 < x. Determine the fol- lowing probabilities: (c) P(X= 3) (e) P(3 s x) (d) P(X<4)
Problem 2: Solve the initial value problem: with 4. 0<t〈2 f(t) 14t-2i,22
1. Evaluate S SR(5 – y)dA with R= {(x, y)|0 SX 55,0 Sy < 4} by identifying it as the volume of a solid and then calculating the volume geometrically.
Problem 5(15 pts) The shown circuit is in DC steady state at t <0. The switch moves from left to ri t-0. Find i(t) for t 20. 2t 10
Problem 7.6 The annular surface 1 (cm) < p < 3 cm), z = 0, carries the non-uniform surface charge density ps = 5p (nC/m²). Find V at P(0,0,2 cm) if V = 0 at infinity.
please help with problem 15 Describe and correct the error in graphing this system of inequalities. 14. ther Mixd ur -2y <x+10 he dehed end Jolid ones Fill in the blanks. X 15. A consistent dependent system of linear equations has solution(s) and the Intelsect lines graphed will 454-400 (over) A-(1096)-07/11-07 AMERICAN SCHOOL Lansing, IL 5
Part E and F is draw shear an moment diagram < Homework #8 Problem 9.17 Consider the frame shown in (Figure 1). EI is constant. Figure 1 of 1 6 m 18 kN/m 4 m
Question 8. 1) Consider the surface 8x - 77+ 6xy - 2 = 1. Draw the surface in MATLAB for -3<<3, -3<y <3. Attach the MATLAB code and picture. 2) Consider the surface 3x2 + 3y2 - x2 = 3. Change the equation to cylindrical coordinates (0,r, z) and draw the surface in MATLAB for 0 <0 < 2, -35% 53. Attach the MATLAB code and picture.
Let S be the solid described by the following inequalities: x < 51 – x, 0 < x <y?, and x < y2 < 1. Which of the following represents the volume of S? SL * S dydz do * |* du dydz LL Saz de dy LL. * S dydzde ISL" dedud: S LS du dydz 5 10 1'" dede dy JOJ Let S be the solid bounded by the surfaces z = Vx2 + y2 and z= V1...
4. (10 points) Find the solution to the wave problem Ut = c+421 +COSI, <0, t>0, with initial conditions u(1,0) = sin r, 4(1,0) = 1+I.