Solve the problem.The grade point average, G, of students at a community college is shown by age, x, in the table below. Use the line connecting the points (18, 2.5) and (26, 3.2) to find a linear model for this data. 
A. G = 0.0875x + 2.5875
B. G = 0.0875x - 0.925
C. G = 0.0875x + 0.925
D. G = 0.1x + 0.7
Answer: C
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Identify equilibrium values and determine which are stable and which are unstable.
= (y + 2)(y + 1)
A. y = 2 is a stable equilibrium value and y = 1 is an unstable equilibrium. B. y = 1 is a stable equilibrium value and y = -2 is an unstable equilibrium. C. y = -2 is a stable equilibrium value and y = 1 is an unstable equilibrium. D. y = -1 is a stable equilibrium value and y = 2 is an unstable equilibrium.
Verifying agreement at several points assures that a verbal description and a formula describe the same function.
Answer the following statement true (T) or false (F)
Determine whether the integration formula is correct. 
dx = (1 + x2) ln (1 + x2) - (1 + x2) + C
A. Yes B. No
Provide an appropriate response.Find the equation of the least squares linear regression line of y on x for the data table below.x012y345.5
What will be an ideal response?