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Q: c. Given f(x) = 2x - 3, g(x) = -4x² +9, h(x) = 4x² - 12x +9; find 1. f(x)* g(x) 2. h(x)/ f(x)…
A: To find the following values.
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- Evaluate: ∬ 〖4X d A〗 over the region R bounded by the parabola Y = X ^ 2 and the line X = Y-2.If I let the boundary E be given by dE : (x^2) / 9 + (y^2) / 4 = 1. How do I compute the double integral over the region E of (2/3)*x^2 + (3/2)*y^2 dAConsider the region bounded between the graphs of y= sin(x) and y = cos(x) with x between 0 and 2 pie, illustrated below
- 15) Sketch the region of integration and evaluate the integral:∫30∫√9−x20(x3+xy2)dy dxFind the value of c > 0 such that the regionbounded by the cubic y = x(x - c)2 and the x-axis on the interval[0, c] has area 1.Suppose that 0< c < π/2 . For what value of is thearea of the region enclosed by the curves y= cos x,y= cos (x -c), and x=0 equal to the area of the regionenclosed by the curves y= cos(x- c) , x =π , and y=0 ?