Use the quadratic function to determine if the function has a maximum or minimum value and then find this maximum or minimum value.f(x) = x2 + 12x + 32
A. minimum at (-6, -4)
B. minimum at (0, -6)
C. maximum at (-4, 0)
D. maximum at (-4, -6)
Answer: A
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Divide.-25 ÷ (-0.05)
A. 500 B. 5 C. 50 D. 0.5
Express the integrand as a sum of partial fractions and evaluate the integral.
dx
A. ln 
- 
+ C
B. ln 
- 
+ 
+ C
C. ln 
+ 
+ C
D. ln 
- 
+ 
+ C
Solve the problem.While at the mall, Meghan wants to go to the clothing store, the gift shop, and the food court. The distances between these locations are as follows: entrance to clothing store is 228 feet; entrance to gift shop is 170 feet; entrance to food court is 48 feet; clothing store to gift shop is 480 feet; clothing store to food court is 310 feet; gift shop to food court is 140 feet. What is the minimum distance Meghan can walk to finish her shopping trip?
A. 1008 ft B. 896 ft C. 856 ft D. 848 ft
Find the quantity if v = 5i - 7j and w = 3i + 2j.
A. 2
+ 
B. 
+ 
C. 
D. 