Add.x3y2 - 5x2y3 - 5xy + 3 and x2y3 - 5x3y2 + 3xy + 3
A. -4x3y2 - 4x2y3 - 2xy + 6
B. -4x3y2 - 4x2y3 - 5xy + 6
C. 2x3y2 - 10x2y3 - 2xy + 6
D. -6x3y2 - 4x2y3 - 2xy + 6
Answer: A
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Find dy.y = csc(4x2 - 1)
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The vertex of a parabola occurs where the derivative of its equation is 0, so an equation associated with the equation of a parabola can be solved to find the x-coordinate of the vertex. Find the vertex of the parabola, given the equation of the parabola and its associated equation.Equation of parabola: f(x) = 8x2 + 32x - 12; associated equation: 0 = 16x + 32
A. (-2, 84) B. (2, 84) C. (-2, -44) D. (2, -44)
Identify the base and the exponent for the exponential expression.-(-13)9
A. Base: 13, exponent: 9 B. Base: -13, exponent: 9 C. Base: 9, exponent: -13 D. Base: 9, exponent: 13
Solve the problem.The two equal sides of an isosceles triangle measure three feet. Let the angle between the sides measure ?. Find the area A of the triangle as a function of 
. The answer may include more than one trigonometric function.
What will be an ideal response?