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can someone help me solve these problems please #AdvancedCal a). Calculate the follow derivative: cot tdt...
can someone help me solve both a and b?
Thanks.
Problem 4 Let S and T have the joint probability density function fs,T(8,t) = , 0<x<1, 52 <t<8 (a) Find marginal pdfs fs(s) and fr(t). (b) Find E(ST).
I need help with these Laplace problems:)
(1 point) Find the Laplace transform of <9 f(t) = { 0, " I(t - 9)?, 129 F(s) = (1 point) Find the inverse Laplace transform of e-75 F(s) = 52 – 2s – 15 f(t) = . (Use step(t-c) for uc(t).) (1 point) Find the Laplace transform of 0. f(t) t<5 112 – 10t + 30, 125 F(s) =
Please help me solve these im really struggling. thanks !
In the figure find the value of c in the interval [0, 4] on the x-axis that maximizes angle 0. C= (0.2) (4, 2) Evaluate the expression without using a calculator. arccot( - V3) Use the figure to write the expression in algebraic form given y = arccos(x), where 0 < y </2. cot(y) =
please solve now
(a) 3 marks The directional derivative of f(x,y) at a point P in the direction of the vector <2,3 > equals 7, and the directional derivative of f(x,y) at a point P in the direction of the vector < 1,-2 > equals 5. Find Vf at P. (b) 4 marks (c) 4 marks Find Zxy if z3 = xz+y. (d) 4 marks Find and classify all local extreme points of f(x,y) = x3 + y3 - 3x...
can someone help me please need the answers soon!!!!
hemistry Course Home <Ch 6 HW Problem 6.57 Determine the total number of electrons for Part A Express your answer as an integer ΑΣΦ και Submit Bw. Bet * Incorrect; Try Again; e attempts remaining Send a chat Part B O CHM 130 COM Problem E 3 5 0 w E R T O P S D F G H K X С V B < N M nd Command O...
please, can someone help me with this problem, Thank
you.
The number of years a washing machine functions is a random variable with hazard rate 0t2 h(t) 2st<5 t25 0.2+0.3(t-2) 1.1 () Find the probability P(X > 6) [10 (ii) If it is working 6 years, what is the conditional probability that it will fail within the next two years [101
2.10.4 Given a function f(x,y) on a compact region E in R^2,
Find the maximum and minimum values of f on E, and the points at
which these extreme values are attained.
f(x, y) = x2 sin y + x, and E is the filled rectangle where -1 < x < 1 and | 0 < a < .
Write the function in terms of unit step functions. Find the Laplace transform of the given function. f(t) = {3, Ost<5 1-4, t> 5 F(s) = Need Help? Read It Watch It Talk to a Tutor
Can Someone help with problems 4 and 5?
Problem 4. A circular-shaped archery target has three concentric circles painted on it. The in- nermost circle has a radius of 1/V3 feet, the middle has a radius of 1 foot, and the outermost circle has a radius of v3 feet. An arrow hitting in the innermost circle counts for 4 points, between the in nermost and middle circle 3 points, between the middle and outermost circle 2 points, and not hitting...
(1 point) S 3, 0<t< 1 =10, 1st<2 Find the Laplace transform F(s) of the periodic function f(t) = with f(t + 2) = f(t) whose graph is given below. What is the minimal period T for the function f(t): T = e-st f(t) dt F(s) = (1 – e-Ts) 1.8 1.0