Determine which of the following point lies on the graph of the equation.
?
?
A. (2, 10)
B. (2, 9)
C. (2, 8)
D. (9, 8)
E. (3, 8)
Answer: C
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The maximum length of a certain snake is 21 inches. The following table shows the length L, in inches, of the snake t years after birth. The difference 
between its maximum length and its current length is given in the third row of the table.
t 2 3 4 5 6 L 5.05 8.97 8.33 11.04 12.72
15.95 12.03 12.67 9.96 8.28?
A: Use exponential regression to model the difference D as a function of age. Round your answer to two decimal places.B: Use the model you found in part A to find a formula that gives the approximate length L at age t years. Round your answer to two decimal places.C: Plot the graph of L versus t along with the data points for length.D: What is the age of a snake that is 13.88 inches long? Round your answer to two decimal places.
What will be an ideal response?
Solve the given equation by finding the unknown value.235 + ? = 687
A. 450 B. 452 C. 161,445 D. 922
Set up the iterated integral for evaluating 
Dover the given region D.D is the rectangular solid whose base is the triangle with vertices at 
and 
, and whose top lies in the plane 
.
A. 
B. 
C. 
D. 
Solve using Cramer's rule.2x + 5y = 73x + y = -9
A. (3, -4) B. (-3, -4) C. (-4, 3) D. (4, -3)