Solve the problem.Let c(x) = t(p0 - p)p3 where t and p0 are constants. Show that c(x) is greatest when 
What will be an ideal response?
We calculate c'(x) = 3tp0p2 - 4tp3, and find that the only critical point is
p = 
p0. As c'(x) < 0 for p > 
p0 and c'(x) > 0 for p < 
p0, the absolute maximum of c(x) occurs at 
Mathematics
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Evaluate using any method.
Mathematics
Find the sum.
A. 109,890 B. 54,945 C. 59,319 D. 55,026
Mathematics
Use the distributive property to calculate the value mentally.5.75(12) - 5.75(2)
A. 115 B. 23 C. 57.5 D. 80.5
Mathematics
Match the differential equation with the appropriate slope field.
= y + 2
A. 
B. 
C. 
D. 
Mathematics