Find the vertex, focus, and directrix of the parabola with the given equation.(x - 2)2 = 12(y - 3)
A. vertex: (2, 3)
focus: (2, 6)
directrix: y = 0
B. vertex: (3, 2)
focus: (3, 5)
directrix: y = -1
C. vertex: (-2, -3)
focus: (-2, 0)
directrix: y = -6
D. vertex: (2, 3)
focus: (2, 0)
directrix: x = 6
Answer: A
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Find the domain and range of the function.F(t) = 
A. D: (0,?), R: (0,?) B. D: [0,?), R: (-?,?) C. D: (-?,0), R: (-?,0) D. D: (-?,?), R: (-?,?)
Solve the problem.Given the acceleration, initial velocity, and initial position of a body moving along a coordinate line at time t, find the body's position at time t.a = 10 cos 2t, v(0) = -9, s(0) = 13
A. s = 
cos 2t + 9t + 13
B. s = - 
sin 2t - 9t + 13
C. s = - 
cos 2t - 9t + 13
D. s = 
sin 2t - 9t + 13
Provide an appropriate response.Convert 26° 55" to degrees to the nearest ten-thousandth. Then convert to radians to the nearest hundredth.
Fill in the blank(s) with the appropriate word(s).
Solve the equation. If the equation is an identity or a contradiction, state this.1.2x + 4.1 = 0.4x - 1.9
A. x = -7.6 B. x = -8.25 C. x = 0.133 D. x = -7.5