Find an equation in slope-intercept form (where possible) for the line.Through (-3, 7), with undefined slope
A. 
x - 3y = 0
B. x = -3
C. 
x + 7y = 0
D. y = 7
Answer: B
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Find the product.(-7y)(-5y8)
A. -12y8 B. 35y9 C. -35y9 D. 7y - 5y8
Solve the problem.The average price for a box of crackers from 2000 to 2010 can be approximated by 
where x is the year. Evaluate P(2008) and round to the nearest hundredth. Interpret the result.
A. P(2008) = 2.69; the average price of a box of crackers in 2008 was $2.69. B. P(2008) = 2.69; the average price of a box of crackers in 2008 was $2.69 more than in 2000. C. P(2008) = 1.95; the average price of a box of crackers in 2008 was $1.95. D. P(2008) = 2.78; the average price of a box of crackers in 2008 was $2.78.
Solve the inequality. Graph the solution set and write it in interval notation.13 ? 4x + 1 ? 25
A. (3, 6)
B. [-6, -3]
C. (-6, -3)
D. [3, 6]
Use point-slope form to write the equation of the line with the given properties.
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Enter the equation in slope-intercept form.
What will be an ideal response?