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Use the power series method to solve the given diff. eqs subject to the indicATED INITIALS CONDITIONS.
y"-2xy' + 8y = 0 , y(0)=3, y' (0) = 0
please give all details and explanation of each step
Find the first four series.
1.) sinx cosx
2.) tan x
plz give details
Find the interval of convergence of the given power series.
∞
1.) Σ k!2kxk
k=0
∞
2.) Σ (x-3)n/ n3
n=1
please give all the details....
1. cos2x
2. 1+6x-2x^3
can u explain me by using Wronskian......?
Observe that for the functions f1(x) =2 and f2 (x) = ex ,
1. f1(0) - 2. f2(0) = 0
Does this imply that f1 and f2 are linearly dependent on any interval containing x=0?
Compute with Wronskian, to see it is linearly independent on given inteval
Sinx, csc x; (0,pi)
thanks!
thanks!
Under some circumstances a falling body B of mass m, such as the skydiver, encounters air resistance proportional to its instantaneous velocity v. Use Newton's second law to find the differential equation for the velocity v of the body at time t. Recall that acceleration is a = dv/dt. Assume in this case that the positive direction is downward.
EXPLAIN THE WAY THAT IT WILL BE HELPFUL FOR MY PREPARATION OF THE TEST....
yeay! i was on right track....
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1. non-linear, 2nd order
2. non-linear 4th order
3. non-linear, 3rd order
I am not sure if its right.........I am preparing myself for a test so please tell me where am i wrong...
I will appreciate your help...
Verify functions are solution of given differential equations.
1. dy/dx -2y = e^3x; y=e^(3x) + 10 e^(2x)
2. y' + y = sin x; y= 1/2 sin x - 1/2 cosx + 10 e^(-x)
3.[(y')^3 + x y' =y; y=x+1
1.
2.
3.
Convert the following Base 10 (decimal) numbers to base 2 (binary):
173
296
999
107
200
B. Convert the following Base 2 (binary) numbers to base 10 (decimal):
110011
1001111
11111111
11101
1010101
C. Add the following Base 2 (binary) numbers, submit the binary answer:
110001 + 111
1111 + 100
1001 + 101
101 + 101
100 + 1100
D. Subtract the following Base 2 (binary) numbers, submit the binary answer:
1001 - 101
10111 - 101
11011 - 100
1100 - 101
1000 - 1
thank u so much for the time it took u to help me, i appreciate it!
please help! its due tomm.......
thank u so so so much
thank u so so so much
A wind farm generator uses a two-bladed propeller mounted on a pylon at a height of 20
meters. The length of each propeller blade is 12 m. A tip of the propeller breaks off when
the propeller is vertical. At that instant, the period of rotation of the propeller is 1.2 sec.
The fragment flies off horizontally and strikes the ground at point P.
(A) Calculate the initial speed v0 of the tip as it is launched from the propeller.
(B) Calculate the horizontal distance from the base to point P.
(C) Calculate the angle from the vertical at which the tip strikes point P.
Two blocks connected by a string are held at rest along an incline plane by a second
string tied to a wall (see the diagram). The mass of the lower block is 1.0 kg; the mass of
the upper block is 2.0 kg. The incline makes an angle of 37° to the horizontal. Calculate
(A) the tension in the string connecting the two blocks.
(B) the tension in the string between the 2.0-kg block and the wall.
THANKS FOR THE TIME IT TOOK YOU TO HELP ME :-) i APPERICATE IT !
I think the answer is (C)...is it right?...
This is a practice test question which I am solving for my test perpration and I don't have answers to it, so I just want to make sure......
THANKS FOR THE TIME IT TOOK YOU TO HELP ME :-) i APPERICATE IT !
Trains A and B face each other on adjacent parallel tracks. They are initially 400 meters
apart and at rest. Train A accelerates at 1.4 m/s2 to the right and train B accelerates at 2.2
m/s2 to the left.
(A) Calculate the time it takes the trains to pass each other.
(B) Calculate how far train A has traveled during this time interval.
An object moves according to the equation v(t) = 1 + 3 t2 with v in m/s and t >_0 in seconds. The displacement of the object in the interval t = 0 to 2 seconds equals
(A) 10 m
(B) 11 m
(C) 12m
(d) 13 m
(E) 14 m
Please don't guess!