what are the asymptotes? what are the zeroes? f(0) y=f(0) 0 5T on -1 ?
#47 51. 52. 39. Vertices: (+1, 0); asymptotes: y = 5x 40. Vertices: (0, 3); asymptotes: y = 3x Finding the Standard Equation of a Hyperbola In Exercises 39-48, find the standard form of the equation of the hyperbola with the given characteristics. 41. Foci: (0, +8); asymptotes: y = +4x 42. Foci: (+10,0); asymptotes: y = +x 43. Vertices: (1, 2), (3, 2); asymptotes: y = x, y = 4 - x 44. Vertices: (3,0), (3, 6); asymptotes: y...
Given the function: f(x) = 22-32+2 3x3 +1822 +27.0 1. Find the zeroes of this function. 2. Find the vertical asymptotes of this function. 3. Find the horizontal asymptote of this function. 4. Evaluate f(2)
consider the initial value problem. y"+5/6y=1-1/5t , y(0)=Y0
Use Taylor's second order method to approximate the solution. y'=-5y+5t^(2)+2t, 0 ≤ t ≤ 1, y(0) = 1/3,with h = 0.1 Also, compare relative errors if the actual solution is: y=t^(2) + 1/3 * e^(-5t)
Express x = 5t-1, y = 2t-2 in the form y = f(x). (Express numbers in exact form. Use symbolic notation and fractions where needed.) y(x) =
Write an equation for the hyperbola, that has vertices at (0,6). (0,-6) , and asymptotes y = ±2 . Write an equation for the hyperbola, that has vertices at (0,6). (0,-6) , and asymptotes y = ±2 .
Verify that y = sin 5t + 2cos 5t is a solution to the initial value problem 2y'' +50y = 0; y(0) = 2, y'(O) = 5. Find the derivatives of y. y' = Complete the verification below. + 50 = 0, which simplifies to 0 = 0. Check that y(0) = 2 by evaluating Insertion into 2y'' +50y = 0 gives 2 and check that y'(0) = 5 by evaluating
Solve the given integral equation or integro-differential equation for y(t). y (1)+ Ja-vy(v) dv=5t, y(0) = 0 0 y(t)=D
Functions f and g are defined for all real numbers. The function f has zeroes at -2, 3, and 7; and the function g has zeroes at -3, -1, 4, and 7. How many distinct zeroes dose the product function f * g have? Explain and show your answer.
4 and 5 in the bottom pls help ge Algebra Final B y College of Denver SP 2019 4. A rational function fix) has asymptotes of x 2, x 2, and y- 3. The x and y intercepts are (-1, 0), (1, 0) and 0, 3) a) Find the function, fax). b) Graph the function. -5 -5 Asx-oo, f(x)-> Find all the solutions to the nonlinear equation. Show all your work for credit 3x-y--28 У x2 +10 ge Algebra Final...