Solve the problem.The graphs below represent the supply and demand for a product at various prices per unit. How many units should be produced so that supply equals demand?
A. 2255 units
B. 42,900 units
C. 28.6 units
D. 2250 units
Answer: B
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Use the limit definition of the partial derivative to compute the indicated partial derivative of the function at the specified point.Find 
at the point (10, -8): f(x ,y) = 9x2 + 4xy + 9y2
What will be an ideal response?
Make a scatterplot of the data. Then find an exponential, logarithmic, or logistic function f that best models the data. Round function values to the nearest hundredth.
A. Logistic: f(x) = 
+ 4.45
B. Exponential: f(x) = 3.11(1.26)x
C. Exponential: f(x) = 3.33(1.20)x
D. Logistic: f(x) = 
Factor the polynomial.9z2 - 6z - 8
A. (9z - 4)(z + 2) B. (3z - 4)(3z + 2) C. (3z + 4)(3z - 2) D. prime
Find the integral.
A. 3x3 + 30x - 
x-1 + C
B. 
x4 + 25 ln 
+ C
C. 
x2 + 5 ln 
+ C
D. 3x3 + 15x - 
x-1 + C