Maximize 
subject to the given constraints. Find the maximum value of P and the point at which that value occurs.
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Separate the maximum value and the point with a comma. Enter the point using coordinate notation: (x, y).
What will be an ideal response?
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Find the logarithm using the change-of-base formula.log9 0.167
A. -1.2277 B. 53.8922 C. -0.8146 D. -0.7773
The equation gives the position s = f(t) of a body moving on a coordinate line (s in meters, t in seconds). s (m)
What is the body's velocity when t = 2.5 sec?
A. 2 m/sec B. 3 m/sec C. 1 m/sec D. -2 m/sec
Simplify the algebraic expression.-10.8b2 + 28.3b2
A. 17.5b2 B. 17.5b4 C. -17.5b2 D. -39.1b2
Give a geometric description of the set of points whose coordinates satisfy the given conditions.8 ? z ? 9
A. All points between z = 8 and z = 9 in the x-y plane B. The slab between the planes z = 8 and z = 9 (including planes) C. No set of points satisfies the given relation D. The line from z = 8 to z = 9