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Show that if y(t) is a solution of y'' + a(t)y = 0, then so is y(t+w), let y1(t) and y2(t) be two linearly independent solutions of y'' +a(t)y = 0 satisfying normalized initial conditions y1(0)=1, y1'(0)=0 ,y2(0)=0 , y2'(0)=1 show that the multipliers satisfy r2 - (y1(w)+y2'(w) )r + 1= 0.
Evaluate the iterated integral. Evaluate the double integral
calculation of probability - normal distribution.the average hourly wages of employees of a certain company is
The inflation rate for Britain is 6.8. Use the least squares line to estimate Britain's independence rating.
how do you know if a quadratic equation will have one two or no solutions? how do you find a quadratic equation if you
a truck leaves a city traveling at a speed of 72.5 kmhr and a car leaves the same city 1.25 hr later to overtake the
What will be the null hypothesis, the alternative hypothesis, and, hence, the "tailedness" of the test (left-tailed, right-tailed, or two-tailed)?
a particle moves on the x- axis so that its accleration at any time t > 0 is given by a=(t/8)-(1/t^2). when t=1, v= 9/16 ft/sec, and s=25/49 ft.
Evaluate integral of [z/(z^2 + 2z + 5)] dz , c = unit circle ,Z here is a complex number isn't the integral value be zero because z = -1+2i & z = -1-2i both singularities lies outside the contour ?
Evaluate the matrix of transformation
Determine the probability on rating
Differential equation for the elastic curve of the beam and determine the equation for the slope of the beam.
Hypothesis test for regression
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