Determine whether the relation is a function.{(-6, 7), (-3, -7), (3, -5), (5, 5)}
A. Function
B. Not a function
Answer: A
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Solve.The displacement y (in cm) of an object hung vertically from a spring and allowed to oscillate is given by the equation 
where t is the time (in s). Find the first three terms of the Maclauren expansion of this function.
A. 9t + 6.3t2 + 2.205t3 + . . . B. 9t + 12.6t2 + 1.41t3 + . . . C. 9t + 3.15t2 - 0.03t3 + . . . D. 9t + 6.3t2 + 0.705t3 + . . .
A feasible region and its vertices are shown. Find the specified maximum or minimum value of the given objective function.
Maximum of K = 3x + y
A. 25 B. 39 C. 29 D. 7
Provide an appropriate response.A particle travels along a straight line path according to the equation of motion s = 4t3 + 2t2 + 1, where t is in seconds and s is in meters. Find the velocity of the particle at t = 2.
Fill in the blank(s) with the appropriate word(s).
Solve the inequality and write the answer in interval notation.
?
What will be an ideal response?